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József Vass | ||
Andrijana Burazin | ||
Nancy Soontiens | ||
Amenda Chow | ||
Rasha Al Jamal | ||
Wentao Liu | | |
Minghua Lin | ||
Killian Miller |
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Rahul Rahul | ||
Ruibin Qin | ||
Dominique Brunet | ||
Yasunori Aoki | ||
Easwar Magesan | ||
Christopher Ferrie | ||
Dhanaraja Kasinathan | ||
Wai Man NG | ||
Matthew Johnston |
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Raluca Jessop | ||
Yufang Hao | ||
Mohamad Alwan | ||
Yanwei Wang | ||
Christopher Subich | ||
Timothy Rees | ||
Volodymyr Gerasik |
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Jun Liu |
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Kathleen Wilkie |
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Sean Speziale |
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Nataliya Portman |
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Rudy Gunawan | ||
Gibin George Powathil | ||
Matthew Calder |
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Gregory Mayer | ||
Cedric Beny | ||
Lijun Wang | ||
Kahrizsangi Ebrahimi | ||
Robert Martin |
Author | Title | |
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Shannon Kennedy | ||
Alexander Korobov | ||
Qing Wang | ||
Duncan Mowbray | ||
Donald Campbell |
Emily Dautenhahn Thesis: Heat kernel estimates on glued spaces Advisor: Laurent Saloff-Coste First Position: Assistant Professor at Murray State University
Elena Hafner Thesis: Combinatorics of Vexillary Grothendieck Polynomials Advisor: Karola Meszaros First Position: NSF Postdoctoral Fellow,, at University of Washington
Sumun Iyer Thesis: Dynamics of non-locally compact topological groups Advisor: Slawomir Solecki First Position: NSF Postdoctoral Fellow at Carnegie Mellon University in Pittsburgh
Sebastian Junge Thesis: Applications of Transferring the Ramsey Property between Categories Advisor: Slawomir Solecki First Position: Lecturer at Texas State University
Nicki Magill Thesis: Infinite Staircases for Hirzebruch Surfaces Advisor: Tara Holm First Position: NSF Postdoctoral Fellow at UC Berkeley
Prairie Wentworth-Nice Thesis: Finite Groups, Polymatroids, and Error-Correcting Codes Advisor: Edward Swartz First Position: Postdoctoral Teaching Fellow at Johns Hopkins University
Fiona Young Thesis: Dissecting an Integer Polymatroid Advisor: Edward Swartz First Position: Pursuing her own start-up in the math education technology space
Kimoi Kemboi Thesis: Full exceptional collections of vector bundles on linear GIT quotients Advisor: Daniel Halpern-Leistner First Position: Postdoc at the Institution for Advanced Study and Princeton
Max Lipton Thesis: Dynamical Systems in Pure Mathematics Advisor: Steven Strogatz First Position: NSF Mathematical Sciences Postdoctoral Fellow at Massachusetts Institute of Technology
Elise McMahon Thesis: A simplicial set approach to computing the group homology of some orthogonal subgroups of the discrete group Advisor: Inna Zakharevich First Position: Senior Research Scientist at Two Six Technologies
Andrew Melchionna Thesis: Opinion Propagation and Sandpile Models Advisor: Lionel Levine First Position: Quantitative Researcher at Trexquant
Peter Uttenthal Thesis: Density of Selmer Ranks in Families of Even Galois Representations Advisor: Ravi Kumar Ramakrishna First Position: Visiting Assistant Professor at Cornell University
Liu Yun Thesis: Towers of Borel Fibrations and Generalized Quasi-Invariants Advisor: Yuri Berest First Position: Postdoc at Indiana University Bloomington
Romin Abdolahzadi Thesis: Anabelian model theory Advisor: Anil Nerode First Position: Quantitative Analyst, A.R.T. Advisors, LLC
Hannah Cairns Thesis: Abelian processes, and how they go to sleep Advisor: Lionel Levine First Position: Visiting Assistant Professor, Cornell University
Shiping Cao Thesis: Topics in scaling limits on some Sierpinski carpet type fractals Advisor: Robert Strichartz (Laurent Saloff-Coste in last semester) First Position: Postdoctoral Scholar, University of Washington
Andres Fernandes Herrero Thesis: On the boundedness of the moduli of logarithmic connections Advisor: Nicolas Templier First Position: Ritt Assistant Professor, Columbia University
Max Hallgren Thesis: Ricci Flow with a Lower Bound on Ricci Curvature Advisor: Xiaodong Cao First Position: NSF Postdoctoral Research Fellow, Rutgers University
Gautam Krishnan Thesis: Degenerate series representations for symplectic groups Advisor: Dan Barbasch First Position: Hill Assistant Professor, Rutgers University
Feng Liang Thesis: Mixing time and limit shapes of Abelian networks Advisor: Lionel Levine
David Mehrle Thesis: Commutative and Homological Algebra of Incomplete Tambara Functors Advisor: Inna Zakharevich First Position: Postdoctoral Scholar, University of Kentucky
Itamar Sales de Oliveira Thesis: A new approach to the Fourier extension problem for the paraboloid Advisor: Camil Muscalu First Position: Postdoctoral Researcher, Nantes Université
Brandon Shapiro Thesis: Shape Independent Category Theory Advisor: Inna Zakharevich First Position: Postdoctoral Fellow, Topos Institute
Ayah Almousa Thesis: Combinatorial characterizations of polarizations of powers of the graded maximal ideal Advisor: Irena Peeva First position: RTG Postdoctoral Fellow, University of Minnesota
Jose Bastidas Thesis: Species and hyperplane arrangements Advisor: Marcelo Aguiar First position: Postdoctoral Fellow, Université du Québec à Montréal
Zaoli Chen Thesis: Clustered Behaviors of Extreme Values Advisor: Gennady Samorodnitsky First Position: Postdoctoral Researcher, Department of and Statistics, University of Ottawa
Ivan Geffner Thesis: Implementing Mediators with Cheap Talk Advisor: Joe Halpern First Position: Postdoctoral Researcher, Technion – Israel Institute of Technology
Ryan McDermott Thesis: Phase Transitions and Near-Critical Phenomena in the Abelian Sandpile Model Advisor: Lionel Levine
Aleksandra Niepla Thesis: Iterated Fractional Integrals and Applications to Fourier Integrals with Rational Symbol Advisor: Camil Muscalu First Position: Visiting Assistant Professor, College of the Holy Cross
Dylan Peifer Thesis: Reinforcement Learning in Buchberger's Algorithm Advisor: Michael Stillman First Position: Quantitative Researcher, Susquehanna International Group
Rakvi Thesis: A Classification of Genus 0 Modular Curves with Rational Points Advisor: David Zywina First Position: Hans Rademacher Instructor, University of Pennsylvania
Ana Smaranda Sandu Thesis: Knowledge of counterfactuals Advisor: Anil Nerode First Position: Instructor in Science Laboratory, Computer Science Department, Wellesley College
Maru Sarazola Thesis: Constructing K-theory spectra from algebraic structures with a class of acyclic objects Advisor: Inna Zakharevich First Position: J.J. Sylvester Assistant Professor, Johns Hopkins University
Abigail Turner Thesis: L2 Minimal Algorithms Advisor: Steven Strogatz
Yuwen Wang Thesis: Long-jump random walks on finite groups Advisor: Laurent Saloff-Coste First Position: Postdoc, University of Innsbruck, Austria
Beihui Yuan Thesis: Applications of commutative algebra to spline theory and string theory Advisor: Michael Stillman First Position: Research Fellow, Swansea University
Elliot Cartee Thesis: Topics in Optimal Control and Game Theory Advisor: Alexander Vladimirsky First Position: L.E. Dickson Instructor, Department of , University of Chicago
Frederik de Keersmaeker Thesis: Displaceability in Symplectic Geometry Advisor: Tara Holm First Position: Consultant, Addestino Innovation Management
Lila Greco Thesis: Locally Markov Walks and Branching Processes Advisor: Lionel Levine First Position: Actuarial Assistant, Berkshire Hathaway Specialty Insurance
Benjamin Hoffman Thesis: Polytopes And Hamiltonian Geometry: Stacks, Toric Degenerations, And Partial Advisor: Reyer Sjamaar First Position: Teaching Associate, Department of , Cornell University
Daoji Huang Thesis: A Bruhat Atlas on the Wonderful Compactification of PS O(2 n )/ SO (2 n -1) and A Kazhdan-Lusztig Atlas on G/P Advisor: Allen Knutson First Position: Postdoctoral Associate, University of Minnesota
Pak-Hin Li Thesis: A Hopf Algebra from Preprojective Modules Advisor: Allen Knutson First position: Associate, Goldman Sachs
Anwesh Ray Thesis: Lifting Reducible Galois Representations Advisor: Ravi Ramakrishna First Position: Postdoctoral Fellowship, University of British Columbia
Avery St. Dizier Thesis: Combinatorics of Schubert Polynomials Advisor: Karola Meszaros First Position: Postdoctoral Fellowship, Department of , University of Illinois at Urbana-Champaign
Shihao Xiong Thesis: Forcing Axioms For Sigma-Closed Posets And Their Consequences Advisor: Justin Moore First Position: Algorithm Developer, Hudson River Trading
Swee Hong Chan Thesis: Nonhalting abelian networks Advisor: Lionel Levine First Position: Hedrick Adjunct Assistant Professor, UCLA
Joseph Gallagher Thesis: On conjectures related to character varieties of knots and Jones polynomials Advisor: Yuri Berest First Position: Data Scientist, Capital One
Jun Le Goh Thesis: Measuring the Relative Complexity of Mathematical Constructions and Theorems Advisor: Richard Shore First Position: Van Vleck Assistant Professor, University of Wisconsin-Madison
Qi Hou Thesis: Rough Hypoellipticity for Local Weak Solutions to the Heat Equation in Dirichlet Spaces Advisor: Laurent Saloff-Coste First Position: Visiting Assistant Professor, Department of , Cornell University
Jingbo Liu Thesis: Heat kernel estimate of the Schrodinger operator in uniform domains Advisor: Laurent Saloff-Coste First Position: Data Scientist, Jet.com
Ian Pendleton Thesis: The Fundamental Group, Homology, and Cohomology of Toric Origami 4-Manifolds Advisor: Tara Holm
Amin Saied Thesis: Stable representation theory of categories and applications to families of (bi)modules over symmetric groups Advisor: Martin Kassabov First Position: Data Scientist, Microsoft
Yujia Zhai Thesis: Study of bi-parameter flag paraproducts and bi-parameter stopping-time algorithms Advisor: Camil Muscalu First Position: Postdoctoral Associate, Université de Nantes
Tair Akhmejanov Thesis: Growth Diagrams from Polygons in the Affine Grassmannian Advisor: Allen Knutson First position: Arthur J. Krener Assistant Professor, University of California, Davis
James Barnes Thesis: The Theory of the Hyperarithmetic Degrees Advisor: Richard Shore First position: Visiting Lecturer, Wellesley College
Jeffrey Bergfalk Thesis: Dimensions of ordinals: set theory, homology theory, and the first omega alephs Advisor: Justin Moore Postdoctoral Associate, UNAM - National Autonomous University of Mexico
TaoRan Chen Thesis: The Inverse Deformation Problem Advisor: Ravi Ramakrishna
Sergio Da Silva Thesis: On the Gorensteinization of Schubert varieties via boundary divisors Advisor: Allen Knutson First position: Pacific Institute for the Mathematical Sciences (PIMS) postdoctoral fellowship, University of Manitoba
Eduard Einstein Thesis: Hierarchies for relatively hyperbolic compact special cube complexes Advisor: Jason Manning First position: Research Assistant Professor (Postdoc), University of Illinois, Chicago (UIC)
Balázs Elek Thesis: Toric surfaces with Kazhdan-Lusztig atlases Advisor: Allen Knutson First position: Postdoctoral Fellow, University of Toronto
Kelsey Houston-Edwards Thesis: Discrete Heat Kernel Estimates in Inner Uniform Domains Advisor: Laurent Saloff-Coste First position: Professor of Math and Science Communication, Olin College
My Huynh Thesis: The Gromov Width of Symplectic Cuts of Symplectic Manifolds. Advisor: Tara Holm First position: Applied Mathematician, Applied Research Associates Inc., Raleigh NC.
Hossein Lamei Ramandi Thesis: On the minimality of non-σ-scattered orders Advisor: Justin Moore First position: Postdoctoral Associate at UFT (University Toronto)
Christine McMeekin Thesis: A density of ramified primes Advisor: Ravi Ramakrishna First position: Researcher at Max Planck Institute
Aliaksandr Patotski Thesis: Derived characters of Lie representations and Chern-Simons forms Advisor: Yuri Berest First position: Data Scientist, Microsoft
Ahmad Rafiqi Thesis: On dilatations of surface automorphisms Advisor: John Hubbard First position: Postdoctoral Associate, Sao Palo, Brazil
Ying-Ying Tran Thesis: Computably enumerable boolean algebras Advisor: Anil Nerode First position: Quantitative Researcher
Drew Zemke Thesis: Surfaces in Three- and Four-Dimensional Topology Advisor: Jason Manning First position: Preceptor in , Harvard University
Heung Shan Theodore Hui Thesis: A Radical Characterization of Abelian Varieties Advisor: David Zywina First position: Quantitative Researcher, Eastmore Group
Daniel Miller Thesis: Counterexamples related to the Sato–Tate conjecture Advisor: Ravi Ramakrishna First position: Data Scientist, Microsoft
Lihai Qian Thesis: Rigidity on Einstein manifolds and shrinking Ricci solitons in high dimensions Advisor: Xiaodong Cao First position: Quantitative Associate, Wells Fargo
Valente Ramirez Garcia Luna Thesis: Quadratic vector fields on the complex plane: rigidity and analytic invariants Advisor: Yulij Ilyashenko First position: Lebesgue Post-doc Fellow, Institut de Recherche Mathématique de Rennes
Iian Smythe Thesis: Set theory in infinite-dimensional vector spaces Advisor: Justin Moore First position: Hill Assistant Professor at Rutgers, the State University of New Jersey
Zhexiu Tu Thesis: Topological representations of matroids and the cd-index Advisor: Edward Swartz First position: Visiting Professor - Centre College, Kentucky
Wai-kit Yeung Thesis: Representation homology and knot contact homology Advisor: Yuri Berest First position: Zorn postdoctoral fellow, Indiana University
Lucien Clavier Thesis: Non-affine horocycle orbit closures on strata of translation surfaces: new examples Advisor: John Smillie First position: Consultant in Capital Markets, Financial Risk at Deloitte Luxembourg
Voula Collins Thesis: Crystal branching for non-Levi subgroups and a puzzle formula for the equivariant cohomology of the cotangent bundle on projective space Advisor: Allen Knutson FIrst position: Postdoctoral Associate, University of Connecticut
Pok Wai Fong Thesis: Smoothness Properties of symbols, Calderón Commutators and Generalizations Advisor: Camil Muscalu First position: Quantitative researcher, Two Sigma
Tom Kern Thesis: Nonstandard models of the weak second order theory of one successor Advisor: Anil Nerode First position: Visiting Assistant Professor, Cornell University
Robert Kesler Thesis: Unbounded multilinear multipliers adapted to large subspaces and estimates for degenerate simplex operators Advisor: Camil Muscalu First position: Postdoctoral Associate, Georgia Institute of Technology
Yao Liu Thesis: Riesz Distributions Assiciated to Dunkl Operators Advisor: Yuri Berest First position: Visiting Assistant Professor, Cornell University
Scott Messick Thesis: Continuous atomata, compactness, and Young measures Advisor: Anil Nerode First position: Start-up
Aaron Palmer Thesis: Incompressibility and Global Injectivity in Second-Gradient Non-Linear Elasticity Advisor: Timothy J. Healey First position: Postdoctoral fellow, University of British Columbia
Kristen Pueschel Thesis: On Residual Properties of Groups and Dehn Functions for Mapping Tori of Right Angled Artin Groups Advisor: Timothy Riley First position: Postdoctoral Associate, University of Arkansas
Chenxi Wu Thesis: Translation surfaces: saddle connections, triangles, and covering constructions. Advisor: John Smillie First position: Postdoctoral Associate, Max Planck Institute of
David Belanger Thesis: Sets, Models, And Proofs: Topics In The Theory Of Recursive Functions Advisor: Richard A. Shore First position: Research Fellow, National University of Singapore
Cristina Benea Thesis: Vector-Valued Extensions for Singular Bilinear Operators and Applications Advisor: Camil Muscalu First position: University of Nantes, France
Kai Fong Ernest Chong Thesis: Face Vectors and Hilbert Functions Advisor: Edward Swartz First position: Research Scientist, Agency for Science, Technology and Research, Singapore
Laura Escobar Vega Thesis: Brick Varieties and Toric Matrix Schubert Varieties Advisor: Allen Knutson First position: J. L. Doob Research Assistant Professor at UIUC
Joeun Jung Thesis: Iterated trilinear fourier integrals with arbitrary symbols Advisor: Camil Muscalu First position: Researcher, PARC (PDE and Functional Analysis Research Center) of Seoul National University
Yasemin Kara Thesis: The laplacian on hyperbolic Riemann surfaces and Maass forms Advisor: John H. Hubbard Part Time Instructor, Faculty of Engineering and Natural Sciences, Bahcesehir University
Chor Hang Lam Thesis: Homological Stability Of Diffeomorphism Groups Of 3-Manifolds Advisor: Allen Hatcher
Yash Lodha Thesis: Finiteness Properties And Piecewise Projective Homeomorphisms Advisor: Justin Moore and Timothy Riley First position: Postdoctoral fellow at Ecole Polytechnique Federale de Lausanne in Switzerland
Radoslav Zlatev Thesis: Examples of Implicitization of Hypersurfaces through Syzygies Advisor: Michael E. Stillman First position: Associate, Credit Strats, Goldman Sachs
Margarita Amchislavska Thesis: The geometry of generalized Lamplighter groups Advisor: Timothy Riley First position: Department of Defense
Hyungryul Baik Thesis: Laminations on the circle and hyperbolic geometry Advisor: John H. Hubbard First position: Postdoctoral Associate, Bonn University
Adam Bjorndahl Thesis: Language-based games Advisor: Anil Nerode and Joseph Halpern First position: Tenure Track Professor, Carnegie Mellon University Department of Philosophy
Youssef El Fassy Fihry Thesis: Graded Cherednik Algebra And Quasi-Invariant Differential Forms Advisor: Yuri Berest First position: Software Developer, Microsoft
Chikwong Fok Thesis: The Real K-theory of compact Lie groups Advisor: Reyer Sjamaar First position: Postdoctoral fellow in the National Center for Theoretical Sciences, Taiwan
Kathryn Lindsey Thesis: Families Of Dynamical Systems Associated To Translation Surfaces Advisor: John Smillie First position: Postdoctoral Associate, University of Chicago
Andrew Marshall Thesis: On configuration spaces of graphs Advisor: Allan Hatcher First position: Visiting Assistant Professor, Cornell University
Robyn Miller Thesis: Symbolic Dynamics Of Billiard Flow In Isosceles Triangles Advisor: John Smillie First position: Postdoctoral Researcher at Mind Research Network
Diana Ojeda Aristizabal Thesis: Ramsey theory and the geometry of Banach spaces Advisor: Justin Moore First position: Postdoctoral Fellow, University of Toronto
Hung Tran Thesis: Aspects of the Ricci flow Advisor: Xiaodong Cao First position: Visiting Assistant Professor, University of California at Irvine
Baris Ugurcan Thesis: LPLP-Estimates And Polyharmonic Boundary Value Problems On The Sierpinski Gasket And Gaussian Free Fields On High Dimensional Sierpinski Carpet Graphs Advisor: Robert S. Strichartz First position: Postdoctoral Fellowship, University of Western Ontario
Anna Bertiger Thesis: The Combinatorics and Geometry of the Orbits of the Symplectic Group on Flags in Complex Affine Space Advisor: Allen Knutson First position: University of Waterloo, Postdoctoral Fellow
Mariya Bessonov Thesis: Probabilistic Models for Population Dynamics Advisor: Richard Durrett First position: CUNY City Tech, Assistant Professor, Tenure Track
Igors Gorbovickis Thesis: Some Problems from Complex Dynamical Systems and Combinatorial Geometry Advisor: Yulij Ilyashenko First position: Postdoctoral Fellow, University of Toronto
Marisa Hughes Thesis: Quotients of Spheres by Linear Actions of Abelian Groups Advisor: Edward Swartz First position: Visiting Professor, Hamilton College
Kristine Jones Thesis: Generic Initial Ideals of Locally Cohen-Macaulay Space Curves Advisor: Michael E. Stillman First position: Software Developer, Microsoft
Shisen Luo Thesis: Hard Lefschetz Property of Hamiltonian GKM Manifolds Advisor: Tara Holm First position: Associate, Goldman Sachs
Peter Luthy Thesis: Bi-parameter Maximal Multilinear Operators Advisor: Camil Muscalu First position: Chauvenet Postdoctoral Lecturer at Washington University in St. Louis
Remus Radu Thesis: Topological models for hyperbolic and semi-parabolic complex Hénon maps Advisor: John H. Hubbard First position: Milnor Lecturer, Institute for Mathematical Sciences, Stony Brook University
Jenna Rajchgot Thesis: Compatibly Split Subvarieties of the Hilbert Scheme of Points in the Plane Advisor: Allen Knutson First position: Research member at the Mathematical Sciences Research Institute (fall 2012); postdoc at the University of Michigan
Raluca Tanase Thesis: Hénon maps, discrete groups and continuity of Julia sets Advisor: John H. Hubbard First position: Milnor Lecturer, Institute for Mathematical Sciences, Stony Brook University
Ka Yue Wong Thesis: Dixmier Algebras on Complex Classical Nilpotent Orbits and their Representation Theories Advisor: Dan M. Barbasch First position: Postdoctoral fellow at Hong Kong University of Science and Technology
Tianyi Zheng Thesis: Random walks on some classes of solvable groups Advisor: Laurent Saloff-Coste First position: Postdoctoral Associate, Stanford University
Juan Alonso Thesis: Graphs of Free Groups and their Measure Equivalence Advisor: Karen Vogtmann First position: Postdoc at Uruguay University
Jason Anema Thesis: Counting Spanning Trees on Fractal Graphs Advisor: Robert S. Strichartz First position: Visiting assistant professor of mathematics at Cornell University
Saúl Blanco Rodríguez Thesis: Shortest Path Poset of Bruhat Intervals and the Completecd-Index Advisor: Louis Billera First position: Visiting assistant professor of mathematics at DePaul University
Fatima Mahmood Thesis: Jacobi Structures and Differential Forms on Contact Quotients Advisor: Reyer Sjamaar First position: Visiting assistant professor at University of Rochester
Philipp Meerkamp Thesis: Singular Hopf Bifurcation Advisor: John M. Guckenheimer First position: Financial software engineer at Bloomberg LP
Milena Pabiniak Thesis: Hamiltonian Torus Actions in Equivariant Cohomology and Symplectic Topology Advisor: Tara Holm First position: Postdoctoral associate at the University of Toronto
Peter Samuelson Thesis: Kauffman Bracket Skein Modules and the Quantum Torus Advisor: Yuri Berest First position: Postdoctoral associate at the University of Toronto
Mihai Bailesteanu Thesis: The Heat Equation under the Ricci Flow Advisor: Xiaodong Cao First position: Visiting assistant professor at the University of Rochester
Owen Baker Thesis: The Jacobian Map on Outer Space Advisor: Karen Vogtmann First position: Postdoctoral fellow at McMaster University
Jennifer Biermann Thesis: Free Resolutions of Monomial Ideals Advisor: Irena Peeva First position: Postdoctoral fellow at Lakehead University
Mingzhong Cai Thesis: Elements of Classical Recursion Theory: Degree-Theoretic Properties and Combinatorial Properties Advisor: Richard A. Shore First position: Van Vleck visiting assistant professor at the University of Wisconsin at Madison
Ri-Xiang Chen Thesis: Hilbert Functions and Free Resolutions Advisor: Irena Peeva First position: Instructor at Shantou University in Guangdong, China
Denise Dawson Thesis: Complete Reducibility in Euclidean Twin Buildings Advisor: Kenneth S. Brown First position: Assistant professor of mathematics at Charleston Southern University
George Khachatryan Thesis: Derived Representation Schemes and Non-commutative Geometry Advisor: Yuri Berest First position: Reasoning Mind
Samuel Kolins Thesis: Face Vectors of Subdivision of Balls Advisor: Edward Swartz First position: Assistant professor at Lebanon Valley College
Victor Kostyuk Thesis: Outer Space for Two-Dimensional RAAGs and Fixed Point Sets of Finite Subgroups Advisor: Karen Vogtmann First position: Knowledge engineering at Reasoning Mind
Ho Hon Leung Thesis: K-Theory of Weight Varieties and Divided Difference Operators in Equivariant KK-Theory Advisor: Reyer Sjamaar First position: Assistant professor at the Canadian University of Dubai
Benjamin Lundell Thesis: Selmer Groups and Ranks of Hecke Rings Advisor: Ravi Ramakrishna First position: Acting assistant professor at the University of Washington
Eyvindur Ari Palsson Thesis: Lp Estimates for a Singular Integral Operator Motivated by Calderón’s Second Commutator Advisor: Camil Muscalu First position: Visiting assistant professor at the University of Rochester
Paul Shafer Thesis: On the Complexity of Mathematical Problems: Medvedev Degrees and Reverse Advisor: Richard A. Shore First position: Lecturer at Appalachian State University
Michelle Snider Thesis: Affine Patches on Positroid Varieties and Affine Pipe Dreams Advisor: Allen Knutson First position: Government consulting job in Maryland
Santi Tasena Thesis: Heat Kernel Analysis on Weighted Dirichlet Spaces Advisor: Laurent Saloff-Coste First position: Lecturer professor at Chiang Mai University, Thailand
Russ Thompson Thesis: Random Walks and Subgroup Geometry Advisor: Laurent Saloff-Coste First position: Postdoctoral fellow at the Mathematical Sciences Research Institute
Gwyneth Whieldon Thesis: Betti Numbers of Stanley-Reisner Ideals Advisor: Michael E. Stillman First position: Assistant professor of mathematics at Hood College
Andrew Cameron Thesis: Estimates for Solutions of Elliptic Partial Differential Equations with Explicit Constants and Aspects of the Finite Element Method for Second-Order Equations Advisor: Alfred H. Schatz First position: Adjunct instructor of mathematics at Tompkins Cortland Community College
Timothy Goldberg Thesis: Hamiltonian Actions in Integral Kähler and Generalized Complex Geometry Advisor: Reyer Sjamaar First position: Visiting assistant professor of mathematics at Lenoir-Rhyne University
Gregory Muller Thesis: The Projective Geometry of Differential Operators Advisor: Yuri Berest First position: Assistant professor at Louisiana State University
Matthew Noonan Thesis: Geometric Backlund transofrmation in homogeneous spaces Advisor: John H. Hubbard
Sergio Pulido Niño Thesis: Financial Markets with Short Sales Prohibition Advisor: Philip E. Protter First position: Postdoctoral associate in applied probability and finance at Carnegie Mellon University
The department offers the doctor of philosophy degree with a major in mathematics and a master of arts degree in mathematics.
The PhD degree requires proficiency in basic and advanced graduate mathematics and the completion of a dissertation containing a significant piece of original research in some area of mathematics. The scope of the research program in mathematics is broad. The PhD specialty and dissertation may be in any area of mathematics, including but not limited to algebra, algebraic geometry, applied mathematics, combinatorics, computational mathematics, complex analysis, differential equations, differential geometry, dynamical systems, harmonic analysis, logic, mathematical biology, number theory, probability, and topology. A complete list of faculty and their areas of expertise is available through the department website .
Students in the PhD program also have the option to earn a master of arts degree .
Please consult the table below for key information about this degree program’s admissions requirements. The program may have more detailed admissions requirements, which can be found below the table or on the program’s website.
Graduate admissions is a two-step process between academic programs and the Graduate School. Applicants must meet the minimum requirements of the Graduate School as well as the program(s). Once you have researched the graduate program(s) you are interested in, apply online .
Requirements | Detail |
---|---|
Fall Deadline | December 15 |
Spring Deadline | This program does not admit in the spring. |
Summer Deadline | This program does not admit in the summer. |
GRE (Graduate Record Examinations) | Not required but may be considered if available. |
English Proficiency Test | Every applicant whose native language is not English, or whose undergraduate instruction was not exclusively in English, must provide an English proficiency test score earned within two years of the anticipated term of enrollment. Refer to the Graduate School: Minimum Requirements for Admission policy: . |
Other Test(s) (e.g., GMAT, MCAT) | The GRE subject test in Mathematics is optional but may be considered if available. |
Letters of Recommendation Required | 3 |
Admission is competitive. Applicants to the PhD program are automatically considered for financial support. For more information about applications, see the department's admission website .
Resources to help you afford graduate study might include assistantships, fellowships, traineeships, and financial aid. Further funding information is available from the Graduate School. Be sure to check with your program for individual policies and restrictions related to funding.
Prospective students should see the program website for funding information .
Major requirements.
Review the Graduate School minimum academic progress and degree requirements , in addition to the program requirements listed below.
Face to Face | Evening/Weekend | Online | Hybrid | Accelerated |
---|---|---|---|---|
Yes | No | No | No | No |
Accelerated: Accelerated programs are offered at a fast pace that condenses the time to completion. Students typically take enough credits aimed at completing the program in a year or two.
Evening/Weekend: Courses meet on the UW–Madison campus only in evenings and/or on weekends to accommodate typical business schedules. Students have the advantages of face-to-face courses with the flexibility to keep work and other life commitments.
Face-to-Face: Courses typically meet during weekdays on the UW-Madison Campus.
Hybrid: These programs combine face-to-face and online learning formats. Contact the program for more specific information.
Online: These programs are offered 100% online. Some programs may require an on-campus orientation or residency experience, but the courses will be facilitated in an online format.
Requirements | Detail |
---|---|
Minimum Credit Requirement | 51 credits |
Minimum Residence Credit Requirement | 32 credits |
Minimum Graduate Coursework Requirement | 51 credits must be graduate-level coursework. Refer to the Graduate School: Minimum Graduate Coursework (50%) Requirement policy: . |
Overall Graduate GPA Requirement | 3.00 GPA required. Refer to the Graduate School: Grade Point Average (GPA) Requirement policy: . |
Other Grade Requirements | No additional grade requirements. |
Assessments and Examinations | Students are required to pass at least two qualifying exams. At least one qualifying exam must be passed by the beginning of the fourth semester (the spring semester of the second year). Both qualifying exams must be passed by the beginning of their sixth semester (the spring semester of the third year). Students must pass a preliminary exam (specialty exam) by the end of the eighth semester (end of fourth year). Students must satisfy all the requirements for dissertator status by the end of the eighth semester (end of fourth year). |
Language Requirements | No language requirements. |
Graduate School Breadth Requirements | All doctoral students are required to complete at least a 12-credit doctoral minor or graduate/professional certificate. Refer to the Graduate School: Breadth Requirement in Doctoral Training policy: . |
Students must take a total of 51 graduate credits, or generally 18 courses. This includes courses in math and in breadth. In the PhD program, math courses numbered above 700 are for graduate credit. Math courses below 700 must be approved by the academic advisor.
There are five general and overlapping areas of specialization 1 within the department:
There is also a specialty in Mathematics Education 1 . The course requirement is the same as for the other specialties except that the required 51 credits should include 18 credits in courses that relate to mathematics education, and at least one of the courses must be on research techniques in education. The 18 credits may come (wholly or in part) from courses included in breadth.
These pathways are internal to the program and represent different curricular paths a student can follow to earn this degree. Pathway names do not appear in the Graduate School admissions application, and they will not appear on the transcript.
The Graduate School’s Academic Policies and Procedures provide essential information regarding general university policies. Program authority to set degree policies beyond the minimum required by the Graduate School lies with the degree program faculty. Policies set by the academic degree program can be found below.
Prior coursework, graduate credits earned at other institutions.
With program approval, students in the PhD program are allowed to transfer no more than 19 credits of graduate coursework from other institutions. Coursework earned ten years or more prior to admission to a doctoral degree is not allowed to satisfy requirements.
No more than 7 credits from an undergraduate degree are allowed to transfer. Coursework must be at a graduate level and must request program approval. Coursework earned ten years or more prior to admission to a doctoral degree is not allowed to satisfy requirements.
Refer to the Graduate School: Transfer Credits for Prior Coursework policy.
With program approval, r efer to the Graduate School: Transfer Credits for Prior Coursework policy.
Refer to the Graduate School: Probation policy.
Students who are not yet working with a dissertation advisor are required to meet semiannually with their academic advisor. All students must have a dissertation advisor by the end of the sixth semester.
15 credits. Minimum of 6 per semester, other than dissertators.
Students must complete all program requirements within eight years of beginning the program . Extensions have to be approved by the program.
Refer to the Graduate School: Time Limits policy.
These resources may be helpful in addressing your concerns:
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Mathematical sciences.
Year of Graduation | Student | Supervising Professor | Dissertation Title |
---|---|---|---|
2023 | Nisha Yadav | Anh Tran | THE ALGEBRAIC GEOMETRY OF CHARACTER VARIETIES OF DOUBLE TWIST LINKS |
2023 | Russell Hart | Yifei Lou | Sparsity, Graph Neural Networks and Uncertainty Quantification |
2023 | Bradley Meyer | Anh Tran | LEFT ORDERABILITY OF CYCLIC BRANCHED COVERS OF RATIONAL KNOTS |
2023 | Nishamani Lashika Rajapaksha | Janos Turi | OPTIMAL CONTROL OF HUMAN BALANCE MODELS WITH REFLEX DELAY |
2023 | Hari Prasad Sitaula | Carlos Arreche | Algorithms to Compute Discrete Residues of a Rational Function |
2022 | Sabindra Singh Bal | Viswanath Ramakrishna | INVESTIGATION INTO HIGHER DIMENSIONAL ROTATIONS |
2022 | Josean Albelo-Cortes | Oleg Makarenkov | ANALYSIS OF PLASTIC DEFORMATIONS IN LATTICE SPRING MODELS |
2022 | Jorge Garcia | Tomoki Ohsawa | STABILIZATION OF NONHOLONOMIC EULER–POINCARÉ MECHANICAL SYSTEMS WITH BROKEN SYMMETRY BY CONTROLLED LAGRANGIANS |
2022 | Ali Ahammed Mozumder | Susan Minkoff and John Zweck | MODELING AND SENSITIVITY ANALYSIS FOR TRACE GAS SENSORS |
2022 | Jonathan Popa | Susan Minkoff and Yifei Lou | SEISMIC DATA RECONSTRUCTION WITH LOW-RANK TENSOR OPTIMIZATION |
2022 | Adrian Murza | Zalman Balanov | Periodic Solutions to Reversible Second Order Autonomous DDES in Prescribed Symmetric Nonconvex Domains |
2022 | Augustine Annan | Janos Turi | Forecasting Stock Price Movements and Stock Trading Automation Using Deep Learning and Reinforcement Learning |
2022 | Buddhika Jayawardana | Tomoki Ohsawa | Geometric Integrators for Non-Separable Hamiltonian Systems |
2022 | Nirjal Sapkota | Janos Turi | Stability and bifurcation analysis of a delay differential equation modeling the human respiratory system |
2022 | Priyojit Palit | Nathan Williams | Dual Braid Presentations and Cluster Algebras |
2022 | Subas Acharya | Dmitry Rachinskiy and Alain Bensoussan | Analysis of Real Options and Wealth Management Problems using Non-smooth Variational Inequalities and Asymptotic Methods |
2022 | Vrushaly Shinglot | John Zweck | COMPUTATION AND STABILITY ANALYSIS OF PERIODICALLY STATIONARY PULSES IN A SHORT PULSE LASER |
2022 | Xiaoli Ye | Wieslaw Krawcewicz | Existence and Spatio-Temporal Patterns of Periodic Solutions to Non-Autonomous Second Order Equivariant Delayed Systems |
2021 | Abdoulaye Thiam | Janos Turi | ON INVENTORY CONTROL PROBLEMS WITH LEARNING |
2021 | Aleksandr Milogorodskii | Dmitry Rachinskiy and Michael Ruderman | A Deterministic Model for Non-Monotone Relationship Between Translation of Upstream and Downstream Open Reading Frames |
2021 | Alsadig Ali | Luis Felipe Pereira | MULTISCALE SAMPLING FOR SUBSURFACE CHARACTERIZATION |
2021 | Behshid Kasmaie | Mohammad Akbar | Symmetries of Einstein’s Equations in Vacuum and their Geodesics |
2021 | Cesar Contreras | Tomoki Ohsawa | Controlled Lagrangians and Stabilization of Euler-Poincaré Mechanical Systems with Broken Symmetry |
2021 | Che-Yu Wu | Mieczyslaw Dabkowski | Coefficients of Catalan States of Lattice Crossing |
2021 | Diarisoa Mihaja Rakotomalala | Mieczyslaw Dabkowski | B–TYPE CATALAN STATES OF LATTICE CROSSING |
2021 | Fariba Khoshnasib Zeinabad | Vladimir Dragovic | SOME TOPOLOGICAL ASPECTS OF INTEGRABLE RIGID BODY DYNAMICS |
2021 | Fatih Gelir | Vish Ramakrishna | IDENTIFICATION OF LINEAR CONTROL SYSTEMS VIA GRADIENT DESCENT |
2021 | Izuchukwu Amos Eze | Wieslaw Krawcewicz | Existence and bifurcation of sub-harmonic solutions in reversible non-autonomous differential equations |
2021 | Mehdi Akhavan | Yifei Lou | PHASE RETRIEVAL BY ALTERNATING DIRECTION METHOD OF MULTIPLIERS |
2021 | Mengqi Hu | Yifei Lou | A General Framework of Non-Convex Models for Sparse Recovery with Applications |
2021 | Prosper Akrobotu | Mohammad Akbar | QUANTUM SEARCH ON MOLECULAR GRAPHS AND WORD-REPRESENTABLE LINE GRAPHS |
2021 | Rajendra K. C. Khatri | Yan Cao | CELL NUCLEI SEGMENTATION USING DEEP LEARNING TECHNIQUES |
2021 | Samiha Rouf | Dmitry Rachinskiy and Jana Kopfova | Dynamics of Sir Model with Switching Transmission Rate and Vaccination Rate Characterized by a Relay System or Preisach Operator |
2021 | Siyuan Wang | Yan Cao | Bi-tensor Free Water Model with Positive Definite Diffusion Tensor and Fast Optimization |
2020 | Abdullah Al Mamun | Luis Felipe Pereira | An Assessment of Markov Chain Monte Carlo Methods for Fluid Flow Forecasting in the Subsurface |
2020 | Georgia Stuart | Susan Minkoff and Luis Felipe Pereira | Computationally Efficient methods for Uncertainty Quantification in Seismic Inversion |
2020 | Het Mankad | Luis Felipe Pereira | The Multiscale Perturbation Method for Two-Phase Flows in Porous Media |
2020 | Ivan Gudoshnikov | Oleg Makarenkov | ON THE STABILITY OF MOREAU’S SWEEPING PROCESS WITH APPLICATIONS TO NETWORKS OF ELASTOPLASTIC SPRINGS |
2020 | Joseph Burnett | Wieslaw Krawcewicz and Zalman Balanov | Global Bifurcation of Periodic Solutions in Symmetric Reversible Second Order Systems with Delays |
2020 | Md Abu Helal | Viswanath Ramakrishna | MATHEMATICAL METHODS FOR ADVANCED PROBLEMS OF INVENTORY CONTROL |
2020 | Md Arafat Khan | Anh Tran | Left Orderability of Dehn Surgery on Odd Classical Pretzel Knots |
2020 | Md Mujibur Chowdhurv | Yifei Lou | Fractional-Order Total Variation Based Image Denoising, Deconvolution, and CT Reconstruction Under Poisson Statistics |
2020 | Samreen Khan | Viswanath Ramakrishna | Polar and Givens Decomposition and Inversion of the Indefinite Double Covering Map |
2020 | Samson Folarin | Viswanath Ramakrishna | Reservoir Characterization of Non Gaussian Field Using Combined Ensemble Based Method |
2020 | Sonam Lama | John Zweck and Matthew Goeckner | The Stochastic Weighted Particle Method for the Computation of the low Probability Tail of the Velocity Distribution in Spatially Homogeneous Plasmas |
2019 | Anani Adabrah Komla | Vladimir Dragovic | QUADRICS IN PSEUDO-EUCLIDEAN SPACES, INTEGRABLE BILLIARDS AND EXTREMAL POLYNOMIALS |
2019 | Charles Chika | M. Ali Hooshyar | A NON-ITERATIVE CONSTRUCTION OF A CLASS OF 2-D WAVE SPEED FROM FORWARD SCATTERING DAT |
2019 | Irina Berezovik | Wieslaw Krawcewicz | Classification of Nonlinear Vibrations in Symmertric Molecules: Equivariant Degree Method |
2019 | Pavel Kravetc | Dmitry Rachinskiy | APPLICATIONS OF TOPOLOGICAL AND PERTURBATION METHODS TO ANALYSIS OF PERIODIC SOLUTIONS IN DELAY-DIFFERENTIAL EQUATIONS: CLASSIFICATION OF SYMMETRIES, ASYMPTOTIC APPROXIMATION AND STABILIZATION |
2019 | Roger F. Ranomenjanahary | Vladimir Dragovic | GEOMETRIC AND COMBINATORIAL PROPERTIES OF NETS IN PLANE AND HIGHER-DIMENSIONS |
2019 | Shi Yu | Wieslaw Krawcewicz | EXISTENCE AND BIFURCATION OF PERIODIC SOLUTIONS IN SECOND ORDER NONLINEAR SYSTEM: BROUWER EQUIVARIANT DEGREE METHOD |
2018 | Artur Safin | John Zweck and Susan Minkoff | Modeling Trace Gas Sensors with the Coupled Pressure-Temperature Equations |
2018 | Edward Hooton | Dmitry Rachinskiy and Zalman Balanov | Existence and Stabilization of Periodic Solutions in Equivariant Systems |
2018 | Filip Jevtic | Vladimir Dragovic | Combinatorial Structure of Finite Metric Spaces |
2018 | Hao-Pin Wu | Zalman Balanov and Wieslaw Krawcewicz | Applications of Degree Theory to Dynamical Systems with Symmetry (with special focus on Computational Aspects and Algebraic Challenges) |
2018 | Jordan Kaderli | Susan Minkoff | An Analytic Solution to a coupled system of equations for Modeling Photoacoustic Trace Gas Sensors and a full Waveform Inversion Approach to Microseismic Source Information |
2018 | Lakmi N. W. Achchige | Oleg Makarenkov | Stability, Bifurcation, and Continuation Theory for Perturbed Sweeping Processes |
2017 | Eyram Kwame | Dmitry Rachinskiy | Mathematical Modeling for Applications in Economics |
2017 | Isnardo Arenas-Navarro | Susan Minkoff and Stefano Leonardi | Numerical Simulations for Turbulent Drag Reduction Using Liquid Infused Surfaces |
2017 | Pedro Perez-Nagera | Janos Turi | Numerical Solutions for a Class of Singular Neutral Functional Differential Equation |
2016 | Emily Herzig | Viswanath Ramakrishna | Spin Groups and Exponentiation |
2016 | Sonny Skaaning | Janos Turi and Alain Bensoussan | Inventory Control with Pricing Optimization in Continuous Time |
2016 | Yanping Chen | John Zweck and Matthew Goeckner | Computational Modeling of Collision Processes in Low Temperature Plasmas |
2015 | Farzan Jafeh | Mieczyslaw Dabkowski and Zalman Balanov | Congruence Principle for Brouwer Degree of Equivariant Maps between Solvable Group Representation Spheres |
2015 | Yanli Lv | Wieslaw Krawcewicz | New Equivariant Methods and Applications to Symmetric Differential Equations |
2015 | Zachary Elewitz | Tobias Hagge | Detection of the Reidemeister 2-Move Via Generalized Polyak Invariants |
2014 | Changsong Li | Mieczyslaw Dabkowski | Multiplicative Structure on KBSM of I-Bundle Over a Disk with Three Punctures |
2014 | Zhichao Li | Wieslaw Krawcewicz | Symmetric Systems of Implicit Functional Differential Equations: Existence of Solutions and Bifurcation Results |
2013 | Minh P. Nguyen | Yan Cao | Shape Analysis Using Geometric Features and Diffeomorphic Deformation |
2013 | My Linh Nguyen | Zalman Balanov | Symmetric Boundary Value Problems for Vector Nonlinear Pendulum Equation: Equivariant Degree Approach |
2012 | Ajaya Paudel | M. Ali Hooshyar | An Inverse Scattering Problem for the Two Dimensional Helmholtz Equation |
2011 | Billye Cheek | Mieczyslaw Dabkowski | Kauffman Bracket Skein Module for the Disk Sum of A x S1 and A x I |
2011 | Brady McCary | Yan Cao | User-Interactive Level Set Image Segmentation |
2010 | Jigarkumar Patel | Janos Turi | Elastic Structures with Defects |
2010 | Keerthi P. K. Chandrasekaran | Janos Turi | Optimal Control of Piecewise Smooth Systems |
2010 | Saroj Pradhan | Janos Turi | The Role of Peripheral and Central Chemoreceptors in Stability of the Human Respiratory System |
2009 | Noureen Khan | Mieczyslaw Dabkowski | New Variants of Links in S3 Preserved by 4-Moves |
2008 | Yasmin Ansari | Viswanath Ramakrishna | Matrix Theory Motivated by Quantum Mechanics and Engineering |
2007 | Ramanjit Sahi | Mieczyslaw Dabkowski | Tangle Replacement Moves on Links |
2006 | Hong Zhou | Viswanath Ramakrishna | Parameterizations of Unitary and Positive Matrices in Quantum Information Control |
2006 | Nermine El-Sissi | Viswanath Ramakrishna | Positive Definite Kernels and Lattice Paths |
2005 | Fred Costa | Viswanath Ramakrishna | Structured Matrix Calculations via Quaternions |
2005 | Lena Lasater | M. Ali Hooshyar | Inverse Problems of Electromagnetic Obstacle Scattering and the Method of Lines |
2005 | Taras Odushkin | Janos Turi | Mathematical Models of Atomic Scale Deformations and Spatial Nonuniformities in Solid Bodies |
2003 | David Seida | Janos Turi | Estimation of Attitude Parameters from Variation in Image Overlap |
2002 | Kathryn Flores | Viswanath Ramakrishna | Classical and Quantum Controls from Decomposition of Unitary Matrices |
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A selection of Mathematics PhD thesis titles is listed below, some of which are available online:
2023 2022 2021 2020 2019 2018 2017 2016 2015 2014 2013 2012 2011 2010 2009 2008 2007 2006 2005 2004 2003 2002 2001 2000 1999 1998 1997 1996 1995 1994 1993 1992 1991
Reham Alahmadi - Asymptotic Study of Toeplitz Determinants with Fisher-Hartwig Symbols and Their Double-Scaling Limits
Anne Sophie Rojahn – Localised adaptive Particle Filters for large scale operational NWP model
Melanie Kobras – Low order models of storm track variability
Ed Clark – Vectorial Variational Problems in L∞ and Applications to Data Assimilation
Katerina Christou – Modelling PDEs in Population Dynamics using Fixed and Moving Meshes
Chiara Cecilia Maiocchi – Unstable Periodic Orbits: a language to interpret the complexity of chaotic systems
Samuel R Harrison – Stalactite Inspired Thin Film Flow
Elena Saggioro – Causal network approaches for the study of sub-seasonal to seasonal variability and predictability
Cathie A Wells – Reformulating aircraft routing algorithms to reduce fuel burn and thus CO 2 emissions
Jennifer E. Israelsson – The spatial statistical distribution for multiple rainfall intensities over Ghana
Giulia Carigi – Ergodic properties and response theory for a stochastic two-layer model of geophysical fluid dynamics
André Macedo – Local-global principles for norms
Tsz Yan Leung – Weather Predictability: Some Theoretical Considerations
Jehan Alswaihli – Iteration of Inverse Problems and Data Assimilation Techniques for Neural Field Equations
Jemima M Tabeart – On the treatment of correlated observation errors in data assimilation
Chris Davies – Computer Simulation Studies of Dynamics and Self-Assembly Behaviour of Charged Polymer Systems
Birzhan Ayanbayev – Some Problems in Vectorial Calculus of Variations in L∞
Penpark Sirimark – Mathematical Modelling of Liquid Transport in Porous Materials at Low Levels of Saturation
Adam Barker – Path Properties of Levy Processes
Hasen Mekki Öztürk – Spectra of Indefinite Linear Operator Pencils
Carlo Cafaro – Information gain that convective-scale models bring to probabilistic weather forecasts
Nicola Thorn – The boundedness and spectral properties of multiplicative Toeplitz operators
James Jackaman – Finite element methods as geometric structure preserving algorithms
Changqiong Wang - Applications of Monte Carlo Methods in Studying Polymer Dynamics
Jack Kirk - The molecular dynamics and rheology of polymer melts near the flat surface
Hussien Ali Hussien Abugirda - Linear and Nonlinear Non-Divergence Elliptic Systems of Partial Differential Equations
Andrew Gibbs - Numerical methods for high frequency scattering by multiple obstacles (PDF-2.63MB)
Mohammad Al Azah - Fast Evaluation of Special Functions by the Modified Trapezium Rule (PDF-913KB)
Katarzyna (Kasia) Kozlowska - Riemann-Hilbert Problems and their applications in mathematical physics (PDF-1.16MB)
Anna Watkins - A Moving Mesh Finite Element Method and its Application to Population Dynamics (PDF-2.46MB)
Niall Arthurs - An Investigation of Conservative Moving-Mesh Methods for Conservation Laws (PDF-1.1MB)
Samuel Groth - Numerical and asymptotic methods for scattering by penetrable obstacles (PDF-6.29MB)
Katherine E. Howes - Accounting for Model Error in Four-Dimensional Variational Data Assimilation (PDF-2.69MB)
Jian Zhu - Multiscale Computer Simulation Studies of Entangled Branched Polymers (PDF-1.69MB)
Tommy Liu - Stochastic Resonance for a Model with Two Pathways (PDF-11.4MB)
Matthew Paul Edgington - Mathematical modelling of bacterial chemotaxis signalling pathways (PDF-9.04MB)
Anne Reinarz - Sparse space-time boundary element methods for the heat equation (PDF-1.39MB)
Adam El-Said - Conditioning of the Weak-Constraint Variational Data Assimilation Problem for Numerical Weather Prediction (PDF-2.64MB)
Nicholas Bird - A Moving-Mesh Method for High Order Nonlinear Diffusion (PDF-1.30MB)
Charlotta Jasmine Howarth - New generation finite element methods for forward seismic modelling (PDF-5,52MB)
Aldo Rota - From the classical moment problem to the realizability problem on basic semi-algebraic sets of generalized functions (PDF-1.0MB)
Sarah Lianne Cole - Truncation Error Estimates for Mesh Refinement in Lagrangian Hydrocodes (PDF-2.84MB)
Alexander J. F. Moodey - Instability and Regularization for Data Assimilation (PDF-1.32MB)
Dale Partridge - Numerical Modelling of Glaciers: Moving Meshes and Data Assimilation (PDF-3.19MB)
Joanne A. Waller - Using Observations at Different Spatial Scales in Data Assimilation for Environmental Prediction (PDF-6.75MB)
Faez Ali AL-Maamori - Theory and Examples of Generalised Prime Systems (PDF-503KB)
Mark Parsons - Mathematical Modelling of Evolving Networks
Natalie L.H. Lowery - Classification methods for an ill-posed reconstruction with an application to fuel cell monitoring
David Gilbert - Analysis of large-scale atmospheric flows
Peter Spence - Free and Moving Boundary Problems in Ion Beam Dynamics (PDF-5MB)
Timothy S. Palmer - Modelling a single polymer entanglement (PDF-5.02MB)
Mohamad Shukor Talib - Dynamics of Entangled Polymer Chain in a Grid of Obstacles (PDF-2.49MB)
Cassandra A.J. Moran - Wave scattering by harbours and offshore structures
Ashley Twigger - Boundary element methods for high frequency scattering
David A. Smith - Spectral theory of ordinary and partial linear differential operators on finite intervals (PDF-1.05MB)
Stephen A. Haben - Conditioning and Preconditioning of the Minimisation Problem in Variational Data Assimilation (PDF-3.51MB)
Jing Cao - Molecular dynamics study of polymer melts (PDF-3.98MB)
Bonhi Bhattacharya - Mathematical Modelling of Low Density Lipoprotein Metabolism. Intracellular Cholesterol Regulation (PDF-4.06MB)
Tamsin E. Lee - Modelling time-dependent partial differential equations using a moving mesh approach based on conservation (PDF-2.17MB)
Polly J. Smith - Joint state and parameter estimation using data assimilation with application to morphodynamic modelling (PDF-3Mb)
Corinna Burkard - Three-dimensional Scattering Problems with applications to Optical Security Devices (PDF-1.85Mb)
Laura M. Stewart - Correlated observation errors in data assimilation (PDF-4.07MB)
R.D. Giddings - Mesh Movement via Optimal Transportation (PDF-29.1MbB)
G.M. Baxter - 4D-Var for high resolution, nested models with a range of scales (PDF-1.06MB)
C. Spencer - A generalization of Talbot's theorem about King Arthur and his Knights of the Round Table.
P. Jelfs - A C-property satisfying RKDG Scheme with Application to the Morphodynamic Equations (PDF-11.7MB)
L. Bennetts - Wave scattering by ice sheets of varying thickness
M. Preston - Boundary Integral Equations method for 3-D water waves
J. Percival - Displacement Assimilation for Ocean Models (PDF - 7.70MB)
D. Katz - The Application of PV-based Control Variable Transformations in Variational Data Assimilation (PDF- 1.75MB)
S. Pimentel - Estimation of the Diurnal Variability of sea surface temperatures using numerical modelling and the assimilation of satellite observations (PDF-5.9MB)
J.M. Morrell - A cell by cell anisotropic adaptive mesh Arbitrary Lagrangian Eulerian method for the numerical solution of the Euler equations (PDF-7.7MB)
L. Watkinson - Four dimensional variational data assimilation for Hamiltonian problems
M. Hunt - Unique extension of atomic functionals of JB*-Triples
D. Chilton - An alternative approach to the analysis of two-point boundary value problems for linear evolutionary PDEs and applications
T.H.A. Frame - Methods of targeting observations for the improvement of weather forecast skill
C. Hughes - On the topographical scattering and near-trapping of water waves
B.V. Wells - A moving mesh finite element method for the numerical solution of partial differential equations and systems
D.A. Bailey - A ghost fluid, finite volume continuous rezone/remap Eulerian method for time-dependent compressible Euler flows
M. Henderson - Extending the edge-colouring of graphs
K. Allen - The propagation of large scale sediment structures in closed channels
D. Cariolaro - The 1-Factorization problem and same related conjectures
A.C.P. Steptoe - Extreme functionals and Stone-Weierstrass theory of inner ideals in JB*-Triples
D.E. Brown - Preconditioners for inhomogeneous anisotropic problems with spherical geometry in ocean modelling
S.J. Fletcher - High Order Balance Conditions using Hamiltonian Dynamics for Numerical Weather Prediction
C. Johnson - Information Content of Observations in Variational Data Assimilation
M.A. Wakefield - Bounds on Quantities of Physical Interest
M. Johnson - Some problems on graphs and designs
A.C. Lemos - Numerical Methods for Singular Differential Equations Arising from Steady Flows in Channels and Ducts
R.K. Lashley - Automatic Generation of Accurate Advection Schemes on Structured Grids and their Application to Meteorological Problems
J.V. Morgan - Numerical Methods for Macroscopic Traffic Models
M.A. Wlasak - The Examination of Balanced and Unbalanced Flow using Potential Vorticity in Atmospheric Modelling
M. Martin - Data Assimilation in Ocean circulation models with systematic errors
K.W. Blake - Moving Mesh Methods for Non-Linear Parabolic Partial Differential Equations
J. Hudson - Numerical Techniques for Morphodynamic Modelling
A.S. Lawless - Development of linear models for data assimilation in numerical weather prediction .
C.J.Smith - The semi lagrangian method in atmospheric modelling
T.C. Johnson - Implicit Numerical Schemes for Transcritical Shallow Water Flow
M.J. Hoyle - Some Approximations to Water Wave Motion over Topography.
P. Samuels - An Account of Research into an Area of Analytical Fluid Mechnaics. Volume II. Some mathematical Proofs of Property u of the Weak End of Shocks.
M.J. Martin - Data Assimulation in Ocean Circulation with Systematic Errors
P. Sims - Interface Tracking using Lagrangian Eulerian Methods.
P. Macabe - The Mathematical Analysis of a Class of Singular Reaction-Diffusion Systems.
B. Sheppard - On Generalisations of the Stone-Weisstrass Theorem to Jordan Structures.
S. Leary - Least Squares Methods with Adjustable Nodes for Steady Hyperbolic PDEs.
I. Sciriha - On Some Aspects of Graph Spectra.
P.A. Burton - Convergence of flux limiter schemes for hyperbolic conservation laws with source terms.
J.F. Goodwin - Developing a practical approach to water wave scattering problems.
N.R.T. Biggs - Integral equation embedding methods in wave-diffraction methods.
L.P. Gibson - Bifurcation analysis of eigenstructure assignment control in a simple nonlinear aircraft model.
A.K. Griffith - Data assimilation for numerical weather prediction using control theory. .
J. Bryans - Denotational semantic models for real-time LOTOS.
I. MacDonald - Analysis and computation of steady open channel flow .
A. Morton - Higher order Godunov IMPES compositional modelling of oil reservoirs.
S.M. Allen - Extended edge-colourings of graphs.
M.E. Hubbard - Multidimensional upwinding and grid adaptation for conservation laws.
C.J. Chikunji - On the classification of finite rings.
S.J.G. Bell - Numerical techniques for smooth transformation and regularisation of time-varying linear descriptor systems.
D.J. Staziker - Water wave scattering by undulating bed topography .
K.J. Neylon - Non-symmetric methods in the modelling of contaminant transport in porous media. .
D.M. Littleboy - Numerical techniques for eigenstructure assignment by output feedback in aircraft applications .
M.P. Dainton - Numerical methods for the solution of systems of uncertain differential equations with application in numerical modelling of oil recovery from underground reservoirs .
M.H. Mawson - The shallow-water semi-geostrophic equations on the sphere. .
S.M. Stringer - The use of robust observers in the simulation of gas supply networks .
S.L. Wakelin - Variational principles and the finite element method for channel flows. .
E.M. Dicks - Higher order Godunov black-oil simulations for compressible flow in porous media .
C.P. Reeves - Moving finite elements and overturning solutions .
A.J. Malcolm - Data dependent triangular grid generation. .
Digital Commons @ USF > College of Arts and Sciences > Mathematics and Statistics > Theses and Dissertations
Theses/dissertations from 2024 2024.
The Effect of Fixed Time Delays on the Synchronization Phase Transition , Shaizat Bakhytzhan
On the Subelliptic and Subparabolic Infinity Laplacian in Grushin-Type Spaces , Zachary Forrest
Utilizing Machine Learning Techniques for Accurate Diagnosis of Breast Cancer and Comprehensive Statistical Analysis of Clinical Data , Myat Ei Ei Phyo
Quandle Rings, Idempotents and Cocycle Invariants of Knots , Dipali Swain
Comparative Analysis of Time Series Models on U.S. Stock and Exchange Rates: Bayesian Estimation of Time Series Error Term Model Versus Machine Learning Approaches , Young Keun Yang
Statistical Analysis of Ribonucleotide Incorporation in Human Cells , Tejasvi Channagiri
Matrix Models of 2D Critical Phenomena , Nathan Hayford
Data-Driven Learning Algorithm Via Densely-Defined Multiplication Operators and Occupation Kernels. , John Kyei
Classification of Finite Topological Quandles and Shelves via Posets , Hitakshi Lahrani
Applied Analysis for Learning Architectures , Himanshu Singh
Rational Functions of Degree Five That Permute the Projective Line Over a Finite Field , Christopher Sze
Recovering generators of principal ideals using subfield structure and applications to cryptography , William Youmans
Application of the Riemann-Hilbert method to soliton solutions of a nonlocal reverse-spacetime Sasa-Satsuma equation and a higher-order reverse-time NLS-type equation , Ahmed Ahmed
New Developments in Statistical Optimal Designs for Physical and Computer Experiments , Damola M. Akinlana
Advances and Applications of Optimal Polynomial Approximants , Raymond Centner
Data-Driven Analytical Predictive Modeling for Pancreatic Cancer, Financial & Social Systems , Aditya Chakraborty
On Simultaneous Similarity of d-tuples of Commuting Square Matrices , Corey Connelly
Methods in Discrete Mathematics to Study DNA Rearrangement Processes , Lina Fajardo Gómez
Symbolic Computation of Lump Solutions to a Combined (2+1)-dimensional Nonlinear Evolution Equation , Jingwei He
Adversarial and Data Poisoning Attacks against Deep Learning , Jing Lin
Exploring the Vulnerability of A Neural Tangent Generalization Attack (NTGA) - Generated Unlearnable CIFAR-10 Dataset , Gitte Ost
Statistical Methods for Reliability Test planning and Data Analysis , Oluwaseun Elizabeth Otunuga
Boundary behavior of analytic functions and Approximation Theory , Spyros Pasias
Effective Statistical and Machine Learning Methods to Analyze Children's Vocabulary Learning , Houston T. Sanders
Stability Analysis of Delay-Driven Coupled Cantilevers Using the Lambert W-Function , Daniel Siebel-Cortopassi
A Functional Optimization Approach to Stochastic Process Sampling , Ryan Matthew Thurman
Riemann-Hilbert Problems for Nonlocal Reverse-Time Nonlinear Second-order and Fourth-order AKNS Systems of Multiple Components and Exact Soliton Solutions , Alle Adjiri
Zeros of Harmonic Polynomials and Related Applications , Azizah Alrajhi
Combination of Time Series Analysis and Sentiment Analysis for Stock Market Forecasting , Hsiao-Chuan Chou
Uncertainty Quantification in Deep and Statistical Learning with applications in Bio-Medical Image Analysis , K. Ruwani M. Fernando
Data-Driven Analytical Modeling of Multiple Myeloma Cancer, U.S. Crop Production and Monitoring Process , Lohuwa Mamudu
Long-time Asymptotics for mKdV Type Reduced Equations of the AKNS Hierarchy in Weighted L 2 Sobolev Spaces , Fudong Wang
Online and Adjusted Human Activities Recognition with Statistical Learning , Yanjia Zhang
Bayesian Reliability Analysis of The Power Law Process and Statistical Modeling of Computer and Network Vulnerabilities with Cybersecurity Application , Freeh N. Alenezi
Discrete Models and Algorithms for Analyzing DNA Rearrangements , Jasper Braun
Bayesian Reliability Analysis for Optical Media Using Accelerated Degradation Test Data , Kun Bu
On the p(x)-Laplace equation in Carnot groups , Robert D. Freeman
Clustering methods for gene expression data of Oxytricha trifallax , Kyle Houfek
Gradient Boosting for Survival Analysis with Applications in Oncology , Nam Phuong Nguyen
Global and Stochastic Dynamics of Diffusive Hindmarsh-Rose Equations in Neurodynamics , Chi Phan
Restricted Isometric Projections for Differentiable Manifolds and Applications , Vasile Pop
On Some Problems on Polynomial Interpolation in Several Variables , Brian Jon Tuesink
Numerical Study of Gap Distributions in Determinantal Point Process on Low Dimensional Spheres: L -Ensemble of O ( n ) Model Type for n = 2 and n = 3 , Xiankui Yang
Non-Associative Algebraic Structures in Knot Theory , Emanuele Zappala
Field Quantization for Radiative Decay of Plasmons in Finite and Infinite Geometries , Maryam Bagherian
Probabilistic Modeling of Democracy, Corruption, Hemophilia A and Prediabetes Data , A. K. M. Raquibul Bashar
Generalized Derivations of Ternary Lie Algebras and n-BiHom-Lie Algebras , Amine Ben Abdeljelil
Fractional Random Weighted Bootstrapping for Classification on Imbalanced Data with Ensemble Decision Tree Methods , Sean Charles Carter
Hierarchical Self-Assembly and Substitution Rules , Daniel Alejandro Cruz
Statistical Learning of Biomedical Non-Stationary Signals and Quality of Life Modeling , Mahdi Goudarzi
Probabilistic and Statistical Prediction Models for Alzheimer’s Disease and Statistical Analysis of Global Warming , Maryam Ibrahim Habadi
Essays on Time Series and Machine Learning Techniques for Risk Management , Michael Kotarinos
The Systems of Post and Post Algebras: A Demonstration of an Obvious Fact , Daviel Leyva
Reconstruction of Radar Images by Using Spherical Mean and Regular Radon Transforms , Ozan Pirbudak
Analyses of Unorthodox Overlapping Gene Segments in Oxytricha Trifallax , Shannon Stich
An Optimal Medium-Strength Regularity Algorithm for 3-uniform Hypergraphs , John Theado
Power Graphs of Quasigroups , DayVon L. Walker
Groups Generated by Automata Arising from Transformations of the Boundaries of Rooted Trees , Elsayed Ahmed
Non-equilibrium Phase Transitions in Interacting Diffusions , Wael Al-Sawai
A Hybrid Dynamic Modeling of Time-to-event Processes and Applications , Emmanuel A. Appiah
Lump Solutions and Riemann-Hilbert Approach to Soliton Equations , Sumayah A. Batwa
Developing a Model to Predict Prevalence of Compulsive Behavior in Individuals with OCD , Lindsay D. Fields
Generalizations of Quandles and their cohomologies , Matthew J. Green
Hamiltonian structures and Riemann-Hilbert problems of integrable systems , Xiang Gu
Optimal Latin Hypercube Designs for Computer Experiments Based on Multiple Objectives , Ruizhe Hou
Human Activity Recognition Based on Transfer Learning , Jinyong Pang
Signal Detection of Adverse Drug Reaction using the Adverse Event Reporting System: Literature Review and Novel Methods , Minh H. Pham
Statistical Analysis and Modeling of Cyber Security and Health Sciences , Nawa Raj Pokhrel
Machine Learning Methods for Network Intrusion Detection and Intrusion Prevention Systems , Zheni Svetoslavova Stefanova
Orthogonal Polynomials With Respect to the Measure Supported Over the Whole Complex Plane , Meng Yang
Modeling in Finance and Insurance With Levy-It'o Driven Dynamic Processes under Semi Markov-type Switching Regimes and Time Domains , Patrick Armand Assonken Tonfack
Prevalence of Typical Images in High School Geometry Textbooks , Megan N. Cannon
On Extending Hansel's Theorem to Hypergraphs , Gregory Sutton Churchill
Contributions to Quandle Theory: A Study of f-Quandles, Extensions, and Cohomology , Indu Rasika U. Churchill
Linear Extremal Problems in the Hardy Space H p for 0 p , Robert Christopher Connelly
Statistical Analysis and Modeling of Ovarian and Breast Cancer , Muditha V. Devamitta Perera
Statistical Analysis and Modeling of Stomach Cancer Data , Chao Gao
Structural Analysis of Poloidal and Toroidal Plasmons and Fields of Multilayer Nanorings , Kumar Vijay Garapati
Dynamics of Multicultural Social Networks , Kristina B. Hilton
Cybersecurity: Stochastic Analysis and Modelling of Vulnerabilities to Determine the Network Security and Attackers Behavior , Pubudu Kalpani Kaluarachchi
Generalized D-Kaup-Newell integrable systems and their integrable couplings and Darboux transformations , Morgan Ashley McAnally
Patterns in Words Related to DNA Rearrangements , Lukas Nabergall
Time Series Online Empirical Bayesian Kernel Density Segmentation: Applications in Real Time Activity Recognition Using Smartphone Accelerometer , Shuang Na
Schreier Graphs of Thompson's Group T , Allen Pennington
Cybersecurity: Probabilistic Behavior of Vulnerability and Life Cycle , Sasith Maduranga Rajasooriya
Bayesian Artificial Neural Networks in Health and Cybersecurity , Hansapani Sarasepa Rodrigo
Real-time Classification of Biomedical Signals, Parkinson’s Analytical Model , Abolfazl Saghafi
Lump, complexiton and algebro-geometric solutions to soliton equations , Yuan Zhou
A Statistical Analysis of Hurricanes in the Atlantic Basin and Sinkholes in Florida , Joy Marie D'andrea
Statistical Analysis of a Risk Factor in Finance and Environmental Models for Belize , Sherlene Enriquez-Savery
Putnam's Inequality and Analytic Content in the Bergman Space , Matthew Fleeman
On the Number of Colors in Quandle Knot Colorings , Jeremy William Kerr
Statistical Modeling of Carbon Dioxide and Cluster Analysis of Time Dependent Information: Lag Target Time Series Clustering, Multi-Factor Time Series Clustering, and Multi-Level Time Series Clustering , Doo Young Kim
Some Results Concerning Permutation Polynomials over Finite Fields , Stephen Lappano
Hamiltonian Formulations and Symmetry Constraints of Soliton Hierarchies of (1+1)-Dimensional Nonlinear Evolution Equations , Solomon Manukure
Modeling and Survival Analysis of Breast Cancer: A Statistical, Artificial Neural Network, and Decision Tree Approach , Venkateswara Rao Mudunuru
Generalized Phase Retrieval: Isometries in Vector Spaces , Josiah Park
Leonard Systems and their Friends , Jonathan Spiewak
Resonant Solutions to (3+1)-dimensional Bilinear Differential Equations , Yue Sun
Statistical Analysis and Modeling Health Data: A Longitudinal Study , Bhikhari Prasad Tharu
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This collection contains a selection of the latest doctoral theses completed at the School of Mathematics. Please note this is not a comprehensive record.
This material is presented to ensure timely dissemination of scholarly and technical work. Copyright and all rights therein are retained by authors or by other copyright holders. All persons copying this information are expected to adhere to the terms and constraints invoked by each author's copyright. In most cases, these works may not be reposted without the explicit permission of the copyright holder.
Efficient monte carlo methods for bayesian state-space model inference , well-posedness of nonlinear schrödinger equations from deterministic and probabilistic viewpoints , applications and improvements of the adaptive large neighbourhood search , lᵖ boundary value problems for elliptic and parabolic operators , twistor theory and its applications in asymptotically flat spacetimes , theory and simulation of interacting particle systems and mckean-vlasov processes: the super measure class, ergodicity, and weak error , spencer cohomology, supersymmetry and the structure of killing superalgebras , higher triangulated categories and fourier-mukai transforms on abelian surfaces and threefolds , investigating computer aided assessment of mathematical proof by varying the format of students' answers and the structure of assessment design by stack , estimation and application of bayesian hawkes process models , novel statistical learning approaches for open banking-type data , statistical and machine learning approaches to genomic medicine , using markov chain monte carlo in vector generalized linear mixed models: with an application to integral projection models in ecology , symmetries of riemann surfaces and magnetic monopoles , kan extensions in probability theory , regression analysis for extreme value responses and covariates , categorical torelli theorems for fano threefolds , laplacians for structure recovery on directed and higher-order graphs , efficient interior point algorithms for large scale convex optimization problems , solving sampling and optimization problems via tamed langevin mcmc algorithms in the presence of super-linearities .
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Here is the complete list of all doctoral dissertations granted by the School of Math, which dates back to 1965. Included below are also all masters theses produced by our students since 2002. A combined listing of all dissertations and theses , going back to 1934, is available at Georgia Tech's library archive. For the post PhD employment of our graduates see our Alumni Page .
(external link) | |||
Cai, May | Yu, J. | ||
Deslandes, Clement | Houdre, C. | ||
Minahan, Daniel | Margalit, D. and Hom, J. | ||
Omarov, Daniyar | Dieci, L. | ||
Shapiro, Roberta | Margalit, D. and Etnyre, J. | ||
Shu, Kevin | Blekherman, G. | ||
Computational models for bacterial dynamics in community and treatment contexts | Sundius, Sarah | Kuske, R. and Brown, S. (BIOL) | |
Komatsuzaki, Aran | Matzinger, H. | ||
Tang Rajchel, Mengyi | Kang, S. | ||
Acevedo, Jose | Blekherman, G. | ||
Barvinok, Nicholas | Ghomi, M. | ||
Improving and maximal inequalities in discrete harmonic analysis | Giannitsi, Christina | Lacey, M. | |
Gunn, Trevor | Baker, M. | ||
Lee, Chi-Nuo | Croot, E. | ||
Roy, Agniva | Etnyre, J. | ||
Schroeder, Joshua | Yu, X. | ||
Sun, Haoran | Koltchinskii, V. | ||
Sun, Shengding | Blekherman, D. and Dey, S. (ISYE) | ||
Viquez Bolanos, Jorge Aurelio | Houdre, C. | ||
Wigal, Michael | Yu, X. | ||
Wu, Hao | Zhou, H. | ||
Zhang, Tianyi | Baker, M. and Lorscheid, O. (University of Groningen) | ||
Zhou, Hongyi | Hom, J. | ||
A finite difference method on irregular grids with local second order ghost point extension for solving Maxwell's Equations around curved PEC objects | Zou, Haiyu | Liu, Y. | |
Bailey, Victor | Heil, C. | ||
Collins, Sarah | Hom, J. | ||
Harper, David | Damron, M. | ||
Liu, Xiaonan | Yu, X. | ||
Salem, Jad | Gupta, S. | ||
Tate, Reuben | Gupta, S. | ||
Yu, Tao | Le, T. | ||
Duan, Juntao | Matzinger, H. and Popescu, I. | ||
Hozoori, Surena | Etnyre, J. | ||
Ide, Benjamin | Kang, S. | ||
Jung, Jaewoo | Blekherman, G. | ||
Kumar, Bhanu | de la Llave, R. | ||
Liu, Xiao | Zeng, C. | ||
Ma, Shaojun | Zhou, H. | ||
Mousavi, Hamed | Croot, E. | ||
Mukherjee, Anubhav | Etnyre, J. | ||
Qian, Yingjie | Yu, X. | ||
Sabo, Eric | Harrell, E. | ||
Schmidt, Maxie | Yu, J. | ||
Wenk, James | Ghomi, M. | ||
Yoo, Youngho | Yu, X. | ||
Yuan, Xiaofan | Yu, X. | ||
Chen, Xinshi | Song, L. | ||
Harkonen, Marc | Leykin, A. | ||
Stability and Instability of the Kelvin-Stuart Cat's Eyes Flow to the 2D Euler's Equations | Liao, Shasha | Lin, Z. | |
Liu, Shu | Zhou, H. | ||
Olinde, John | Short, M. | ||
Optimal Motion Planning and Computational Optimal Transport | Sun, Haodong | Kang, S. and Zhou, H. | |
Zhu, Xingyu | Belegradek, I. | ||
Perez Bustamante, Adrian | de la Llave, R. | ||
Zhu, Dantong | Thomas, R. and Yu, X. | ||
Attarchi, Hassan | Bunimovich, L. | ||
Chen, Renyi | Tao, M. and Li, G. | ||
Duff, Timothy | Leykin, A. | ||
Guo, He | Warnke, L. | ||
Hill, Cvetelina | Yu, J. | ||
Kirkpatrick, Anna | Mitchell, C. and Tetali, P. | ||
Branched Covers and Braided Embeddings | Kolay, Sudipta | Etnyre, J. | |
Min, Hyun Ki | Etnyre, J. | ||
Yang, Jiaqi | de la Llave, R. | ||
Yiao, Yian | de la Llave, R. | ||
Cheng, Yam-Sung | Heil, C. | ||
He, Yuchen | Kang, S. | ||
Non-parametric Analysis for Time Series Gap Data with Applications in Acute Myocardial Infarction Disease | Li, Hangfan | Houdre, C. | |
Li, Ruilin | Zhou, H. and Zha, H. | ||
Park, Jaemin | Yao, Y. | ||
Spectrum Reconstruction Technique and Improved Naive Bayes Models for Text Classification Problems | Dai, Zhibo | Matzinger, H. | |
Hu, Qianli | Pan, R. | ||
Park, Josiah | Heil, C. and Lacey, M. | ||
Kieffer, Thomas | Loss, M. | ||
Lanier, Justin | Margalit, D. | ||
Lee, Kisun | Leykin, A. | ||
Petti, Samantha | Vempala, S. | ||
Paprocki, Jonathan | Le, T. | ||
Xie, Shijie | Yu, X. | ||
Xing, Xin | Chow, E. and Zhou, H. | ||
Zhang, Yuze | Houdre, C. | ||
Bock, Bounghun | Damron, M. | ||
Celaya, Marcel | Yu, J. | ||
Chen, Jiangning | Matzinger, H. and Lounici, K. | ||
Ghanta, Rohan | Loss, M. | ||
Hoyer, Alexander | Thomas, R. | ||
Mayorga, Sergio | Gangbo, W. and Swiech, A. | ||
McCullough, Andrew | Etnyre, J. | ||
Shu, Longmei | Bunimovich, L. | ||
Zhai, Haoyan | Zhou, H. | ||
Kerchev, George | Houdre, C. | ||
Coloring Graphs with No K5-Subdivision: Disjoint Paths in Graphs | Xie, Qiqin | Yu, X. | |
Liu, Qingqing | Houdre, C. | ||
Scott, Shane | Margalit, D. | ||
Zhou, Fan | Koltchinskii, V. | ||
Chen, Tongzhou | Short, M. | ||
Dever, John | Bellissard, J. and Harrell, E. | ||
Wang, Xin | Liu, Y. | ||
Wang, Yichen | Song, L. and Zhou, H. | ||
Xu, Chen | Houdre, C. | ||
Yuen, Chi Ho | Baker, M. | ||
Bolding, Mark | Bunimovich, L. | ||
Dang, Thanh Ngoc | Thomas, R. | ||
Du, Rundong | Park, H. | ||
Mena Arias, Dario Alberto | Lacey, M. | ||
de Viana, Mikel | de la Llave, R. | ||
Ralli, Peter | Tetali, P. | ||
Hou, Yanxi | Yu, X. | ||
Kunwar, Ishwari | Lacey, M. | ||
Sampson, Donald | McCuan, J. | ||
Spencer, Timothy Scott | Lacey, M. | ||
Tossounian, Hagop | Loss, M. | ||
Walsh, Joseph Donald | Dieci, L. | ||
Wang, Yan | Yu, X. | ||
Zhang, Lei | de la Llave, R. | ||
He, Dawei | Yu, X. | ||
Cohen, Emma | Tetali | ||
Conway, James Irwin | Etnyre | ||
Uniqueness, Existence, and Regularity of solutions of Integro-PDEs in domains of R^n. | Mou, Chenchen | Yi/Swiech | |
Xia, Dong | Koltchinskii | ||
Li, Wuchen | Dieci/Zhou | ||
Difonzo, Fabio Vito | Dieci | ||
Vaidyanathan, Ranjini | Bonetto | ||
Wang, Ruidong | Trotter | ||
Awi, Romeo Olivier | Gangbo | ||
Bush, Albert Robert | Croot | ||
Hu, Jing | Belegradek | ||
Krone, Robert | Leykin | ||
Hoffmeyer, Allen Kyle | Houdre | ||
Hu, Lili | Liu | ||
He, Yunlong | Monteiro, Park | ||
Pryby, Christopher Ian | Croot | ||
Rangel Walteros, Pedro Andres | Koltchinskii | ||
Hurth, Tobias | Bakhtin | ||
Kaloti, Amey Sadanand | Etnyre | ||
Liu, Chun-Hung | Thomas | ||
Luo, Ye | Baker | ||
Vuong, Thao Minh | Garoufalidis | ||
Wang, Xiaolin | Alben/Weiss | ||
Whalen, Peter Michael Zanton | Thomas | ||
Zhang, Weizhe | Pan | ||
Amirkhanyan, Gagik Martuni | Lacey | ||
Backman, Spencer Foster | Baker | ||
Lu, Jun | Zhou | ||
Shin, Hyunshik | Margalit | ||
Winarski, Rebecca Rae | Margalit | ||
Casey, Meredith Perrie | Etnyre | ||
Liu, Jingfang | Zhou | ||
Shokrieh, Farbod | Baker | ||
Yin, Ke | Zhou | ||
Feng, Huijun | Peng | ||
Ni, Kai | Koltchinskii | ||
Scurry, James Wright | Wick | ||
Asadi Shahmirzadi, Arash | Thomas | ||
Ma, Jinyong | Houdre | ||
Postle, Luke Jamison | Thomas | ||
Chenette, Nathan Lee | Thomas | ||
Gong, Ruoting | Houdre | ||
Huynh, Huy Ngoc Quoc | Houdre | ||
Li, Yao | Yi | ||
Minsker, Stanislav | Koltchinskii | ||
Sedjro, Marc Mawulom | Gangbo | ||
Tosun, Bulent | Etnyre | ||
Tran, Anh Tuan | Le | ||
Wang, Ruodu | Peng | ||
Ye, Tianjun | Yu, X. | ||
Gong, Yun | Peng | ||
Streib, Amanda Pascoe | Randall | ||
Streib, Noah Sametz | Trotter | ||
Wu, Jialiang | Voit | ||
Einav, Amit | Loss | ||
Restrepo, Ricardo | Tetali | ||
Chen, Kenneth | Cook | ||
Lu, Nan | Zeng | ||
Ma, Jie | Yu, X. | ||
Sloane, Craig Andrew | Loss | ||
Almada Monter, Sergio Angel | Bakhtin | ||
Reguera Rodriguez, Maria Del Carme | Lacey | ||
Webb, Benjamin Zachary | Bunimovich | ||
Yerger, Carl Roger | Thomas | ||
Howard, David Michael | Trotter | ||
Palmer, Ian Christian | Bellissard | ||
Stefansson, Ulfar Freyr | Lubinsky | ||
Tinaztepe, Ramazan | Heil | ||
Vagharshakyan, Armen Ashot | Lacey | ||
Bishop, Shannon Renee Smith | Heil | ||
Keller, Mitchel Todd | Trotter | ||
Deng, Hao | Zhou | ||
Yildirim Yolcu, Selma | Harrell | ||
Zhao, Kun | Pan | ||
Borenstein, Evan Scot | Croot | ||
Grigo, Alexander | Bunimovich | ||
Kim, Hwa Kil | Gangbo | ||
Yolcu, Turkay | Gangbo | ||
Greenberg, Samuel Gottfried | Randall | ||
Bilinski, Mark | Yu | ||
Li, Yongfeng | Yi | ||
Litherland, Trevis J | Houdre | ||
Xu, Hua | Houdre | ||
Young, Stephen James | Mihail | ||
Yurchenko, Aleksey | Bunimovich | ||
Biro, Csaba | Trotter | ||
Jimenez, David Adrian | Wang | ||
Marcus, Adam Wade | Tetali | ||
Pearson, John Clifford | Bellissard | ||
Pugliese, Alessandro | Dieci | ||
Savinien, Jean Philippe Xavier | Bellissard | ||
Carroll, Christina Conklin | Tetali | ||
Inkmann, Torsten | Thomas | ||
Kampel, Guido | Goldsztein | ||
Kettner, Michael | Basu | ||
Lessard, Jean-Philippe | Mischaikow | ||
Viveros Rogel, Jorge | Yi | ||
Ulusoy, Suleyman | Carlen | ||
Jiang, Wen | Xu | ||
Komendarczyk, Rafal Adam | Ghrist | ||
Hegde, Rajneesh Dattatray | Thomas | ||
Hohenegger, Christel | Mucha | ||
Wollan, Paul Joseph | Thomas | ||
Chen, Jian | Yi | ||
Gameiro, Marcio Fuzeto | Mischaikow | ||
Moeller, Todd Keith | Mischaikow | ||
Norin, Sergey | Thomas | ||
Hernandez-Urena, Luis | Kertz | ||
Sammer, Marcus D | Tetali | ||
Sanchez, Jose Luis Hernandez | Chow | ||
Song, Zixia | Thomas | ||
Figueroa-Lopez, Jose Enrique | Houdré | ||
Kreslavskiy, Dmitry Michael | Bunimovich | ||
Rasmussen, Bryan Michael | Dieci | ||
Curran, Sean Patrick | Yu | ||
Day, Sarah Lynn | Mischaikow | ||
Okoudjou, Kasso Akochaye | Heil | ||
Sheppardson, Laura Jean | Yu | ||
Khlabystova, Milena Alexandrovna | Bunimovich | ||
Wang, Xuelei | Jin | ||
Polygonal Approximation for Flows | Boczko, Erik Miklos | Mischaikow | |
Agueh, Martial Marie-Paul | Gangbo | ||
Del Magno, Gianluigi | Bunimovich | ||
Kelome, Djivede Armel | Swiech | ||
Maroofi, Hamed | Gangbo | ||
Rebaza Vasquez, Jorge Luis | Dieci | ||
Martin, Russell Andrew | Randall | ||
Murali, Shobhana | Houdré | ||
Sitton, David Edward Range | Hill | ||
Burer, Samuel Andrew | Monteiro | ||
Stoyanov, Tzvetan Ivanov | Houdré | ||
Some generalizations of the Knaster-Kuratowski-Mazurkiewicz Theorem | Gonzalez Espinoza, Luis Armando | Cain | |
Jacobs, Denise Anne Kanabroski | Heil | ||
Rivera, Roberto Rafael | Robinson | ||
Thomson, Jan Mcdonald | Thomas | ||
Baker, Anthony Wayne | Mischaikow | ||
Harrelson, Dyana Rae Rice | Houdré | ||
Labate, Demetrio | Heil | ||
McShine, Lisa Maria | Tetali | ||
Vougalter, Vitali Grigor'Evich | Loss | ||
Random Probability Measures with Given Mean and Variance | Bloomer, Lisa A | Hill | |
Heckman, Christopher Carl | Thomas | ||
Kerce, James Clayton | Carlen | ||
Weedermann, Marion | Hale | ||
Hlineny, Petr | Thomas | ||
Klabjan, Diego | Nemhouse/Duke | ||
Walls, Barrett Hamilton | Thomas | ||
Szymczak, Andrzej | Mischaikow | ||
Acosta, Antonio Ramon | Chow | ||
Fowler, Tom George | Thomas | ||
Watson, Greg Malcolm | Mischaikow | ||
Belogay, Eugeni Alexandrov | Wang | ||
O'Connell, Walter Richard | Harrell | ||
Pederson, Steven Michael | Xia | ||
Salazar Gonzalez, Jose Domingo | Hale | ||
Yang, Xue-Feng | Harrell | ||
Kuhn, Zuzana Thomas | Hill | ||
Tan, Bin | Hale | ||
Lara, Pulido Teodoro Del Car | Chow | ||
Carbinatto, Maria Do Carmo | Mischaikow | ||
Keeve, Michael Octavis | Dieci | ||
Kuhn, Wolfgang | Estep | ||
Liu, Weishi | Chow | ||
LaDue, Mark Douglas | Green | ||
Leeds, Kevin N | Shonkwiler | ||
Dai, Wanyang | Dai | ||
Venkatagiri, Shankar C | Bunimovich | ||
Bussian, Eric Richard | Duke | ||
Rehacek, Jan | Bunimovich | ||
Thomas, Diana Maria | Chow | ||
Mendivil, Franklin Arturo | Cain | ||
Rufeger, Waltraud | Ames | ||
Eidenschink, Michael | Mischaikow | ||
Leiva, Hugo | Chow | ||
Meddin, Mona | Shonkwiler | ||
Hardin, Douglas Patten | Barnsley | ||
Banaszuk, Andrzej | Loss | ||
Donovan, George Cassinis | Geronimo | ||
Howard, Timothy Gerard | Herod | ||
Young, Todd Ray | Afraimovich/Chow | ||
Pinto, Joao Teixeira | Hale | ||
Gedeon, Tomas | Mischaikow | ||
Burchard, Almut Dorothea | Loss | ||
Michel, Patricia L | Harrell | ||
Oliva Filho, Sergio Muniz | Hale | ||
Bright, Theresa Ann | Ames | ||
Hines, Gwendolen M | Hale | ||
Sanders, Daniel Preston | Thomas | ||
Kelly, William Benjamin | Meyer | ||
Chen, Mingxiang | Chow | ||
Carvalho, Alexandre Nolasco De | Hale | ||
Shen, Wenxian | Chow | ||
Shieh, Jung-Sheng | Tong | ||
Kwek, Keng-Huat | Chow | ||
Arrieta, Jose M | Hale | ||
Arrigo, Daniel Joseph | Ames | ||
Green, Edward Lee | Harrell | ||
King, James Francis | Geronimo | ||
Kuai, Wenming | Shonkwiler | ||
Van Vleck, Erik Scott | Chow | ||
Postell, Floyd Vince | Ames | ||
James, Glenn Edward | Harrell | ||
Smith, Dale T | Harrell | ||
Jacquin, Arnaud Eric | Barnsley | ||
Jones, Martin Lee | Hill | ||
Abell, Martha Louise | Ames | ||
Lewellen, Gary Boyd | Cain | ||
Patterson, Wanda Mcnair | Andrew | ||
Khadivi, Mohammad Reza | Green | ||
Peters, James Edward | Ames | ||
Brown, Martin Lloyd | Ames | ||
Richards, Pamela Childs | Ames | ||
Womble, David Eugene | Meyer | ||
Massopust, Peter Robert | Barnsley | ||
Herndon, John Alan | Barnsley | ||
Ervin, Vincent John | Ames | ||
Raddatz, William Daniel | Barnsley | ||
Withers, William Douglas | Karlovitz | ||
Bielecki, Daria Jan | Sledd | ||
Mokole, Eric Louis | Sledd | ||
Boisvert, Robert Eugene | Ames | ||
Glidewell, Samuel Ray | Sledd | ||
Hubbard, Elaine Marjorie | Goode | ||
Ingle, Richard Maurice | Stallybrass | ||
Freedman, Michael Aaron | Herod | ||
Jory, Virginia Vickery | Herod | ||
Siegrist, Kyle Travis | Kertz | ||
West, Michael Scott | Sledd | ||
Faulkner, Gary Doyle | Shonkwiler | ||
Kramarz, Luis | Kammerer | ||
Summers, Richard Deane | Stallybrass | ||
Sullivan, Joe Wheeler | Herod | ||
Purdom, Seaton Driskell | Herod | ||
Scherer, Stephen Edwin | Stallybrass | ||
McKibben, William Pullin | Sledd | ||
Christian, William Greer | Sledd | ||
Rollins, Laddie Wayne | Stallard | ||
Lovelady, David Lowell | Herod | ||
Martens, Walter Frederick | Sledd | ||
Reddien, George William | Kammerer | ||
Buckley, James Joseph | Coleman | ||
Lee, Philip Francis | Kurth | ||
Brown, David Lyle | Kasriel | ||
Lucas, Thomas Ramsey | Kammerer | ||
Martin, Robert Harold | Stallard | ||
Wertheimer, Stanley Joseph | Kasriel | ||
Huthnance, Edward Dennis | Robinson | ||
Law, Alan Greenwell | Sledd | ||
Cook, Frederick Lee | Sledd | ||
Fuller, Richard Vernon | Kasriel | ||
Jayne, John William | Sledd | ||
Cain, George Lee | Kasriel | ||
Stiles, Wilbur Janes | Kammerer |
(external link) | |||
Hall, Ariana | Wang, Z. | ||
Ma, Yuanzhe | Damron, M. | ||
Li, Jiaheng | Damron, M. | ||
Hebbe Madhusudhana, Bharath | Blekherman, G. | ||
Elmas, Gokhan | Etnyre | ||
Hurth, Tobias | Bakhtin | ||
Hupp, Phillipp | Harrell | ||
Ford, Allison Elaine | Mucha | ||
Leach, Sandie Patricia | Heil | ||
Goble, Tiffany Danielle | Belinfante | ||
White, Edward C., Jr. | Harrell | ||
Hynd, Ryan Charles | McCuan | ||
Hart, Derrick N. | Lacey | ||
Zickfeld, Florian | Yu | ||
Baamann, Katharina | Mucha | ||
Doto, James William | Carlen |
Home > College of Natural Sciences > Mathematics > Mathematics Theses, Projects, and Dissertations
Theses/projects/dissertations from 2024 2024.
On Cheeger Constants of Knots , Robert Lattimer
Information Based Approach for Detecting Change Points in Inverse Gaussian Model with Applications , Alexis Anne Wallace
DNA SELF-ASSEMBLY OF TRAPEZOHEDRAL GRAPHS , Hytham Abdelkarim
An Exposition of the Curvature of Warped Product Manifolds , Angelina Bisson
Jackknife Empirical Likelihood Tests for Equality of Generalized Lorenz Curves , Anton Butenko
MATHEMATICS BEHIND MACHINE LEARNING , Rim Hammoud
Statistical Analysis of Health Habits for Incoming College Students , Wendy Isamara Lizarraga Noriega
Reverse Mathematics of Ramsey's Theorem , Nikolay Maslov
Distance Correlation Based Feature Selection in Random Forest , Jose Munoz-Lopez
Constructing Hyperbolic Polygons in the Poincaré Disk , Akram Zakaria Samweil
KNOT EQUIVALENCE , Jacob Trubey
SYMMETRIC GENERATIONS AND AN ALGORITHM TO PROVE RELATIONS , Diddier Andrade
The Examination of the Arithmetic Surface (3, 5) Over Q , Rachel J. Arguelles
Error Terms for the Trapezoid, Midpoint, and Simpson's Rules , Jessica E. Coen
de Rham Cohomology, Homotopy Invariance and the Mayer-Vietoris Sequence , Stacey Elizabeth Cox
Symmetric Generation , Ana Gonzalez
SYMMETRIC PRESENTATIONS OF FINITE GROUPS AND RELATED TOPICS , Samar Mikhail Kasouha
Simple Groups and Related Topics , Simrandeep Kaur
Homomorphic Images and Related Topics , Alejandro Martinez
LATTICE REDUCTION ALGORITHMS , Juan Ortega
THE DECOMPOSITION OF THE SPACE OF ALGEBRAIC CURVATURE TENSORS , Katelyn Sage Risinger
Verifying Sudoku Puzzles , Chelsea Schweer
AN EXPOSITION OF ELLIPTIC CURVE CRYPTOGRAPHY , Travis Severns
Non-Abelian Finite Simple Groups as Homomorphic Images , Sandra Bahena
Matroids Determinable by Two Partial Representations , Aurora Calderon Dojaquez
SYMMETRIC REPRESENTATIONS OF FINITE GROUPS AND RELATED TOPICS , Connie Corona
Symmetric Presentation of Finite Groups, and Related Topics , Marina Michelle Duchesne
MEASURE AND INTEGRATION , JeongHwan Lee
A Study in Applications of Continued Fractions , Karen Lynn Parrish
Partial Representations for Ternary Matroids , Ebony Perez
Sum of Cubes of the First n Integers , Obiamaka L. Agu
Permutation and Monomial Progenitors , Crystal Diaz
Tile Based Self-Assembly of the Rook's Graph , Ernesto Gonzalez
Research In Short Term Actuarial Modeling , Elijah Howells
Hyperbolic Triangle Groups , Sergey Katykhin
Exploring Matroid Minors , Jonathan Lara Tejeda
DNA COMPLEXES OF ONE BOND-EDGE TYPE , Andrew Tyler Lavengood-Ryan
Modeling the Spread of Measles , Alexandria Le Beau
Symmetric Presentations and Related Topics , Mayra McGrath
Minimal Surfaces and The Weierstrass-Enneper Representation , Evan Snyder
ASSESSING STUDENT UNDERSTANDING WHILE SOLVING LINEAR EQUATIONS USING FLOWCHARTS AND ALGEBRAIC METHODS , Edima Umanah
Excluded minors for nearly-paving matroids , Vanessa Natalie Vega
Fuchsian Groups , Bob Anaya
Tribonacci Convolution Triangle , Rosa Davila
VANISHING LOCAL SCALAR INVARIANTS ON GENERALIZED PLANE WAVE MANIFOLDS , Brian Matthew Friday
Analogues Between Leibniz's Harmonic Triangle and Pascal's Arithmetic Triangle , Lacey Taylor James
Geodesics on Generalized Plane Wave Manifolds , Moises Pena
Algebraic Methods for Proving Geometric Theorems , Lynn Redman
Pascal's Triangle, Pascal's Pyramid, and the Trinomial Triangle , Antonio Saucedo Jr.
THE EFFECTIVENESS OF DYNAMIC MATHEMATICAL SOFTWARE IN THE INSTRUCTION OF THE UNIT CIRCLE , Edward Simons
CALCULUS REMEDIATION AS AN INDICATOR FOR SUCCESS ON THE CALCULUS AP EXAM , Ty Stockham
PROGENITORS, SYMMETRIC PRESENTATIONS AND CONSTRUCTIONS , Diana Aguirre
Monomial Progenitors and Related Topics , Madai Obaid Alnominy
Progenitors Involving Simple Groups , Nicholas R. Andujo
Simple Groups, Progenitors, and Related Topics , Angelica Baccari
Exploring Flag Matroids and Duality , Zachary Garcia
Images of Permutation and Monomial Progenitors , Shirley Marina Juan
MODERN CRYPTOGRAPHY , Samuel Lopez
Progenitors, Symmetric Presentations, and Related Topics , Joana Viridiana Luna
Symmetric Presentations, Representations, and Related Topics , Adam Manriquez
Toroidal Embeddings and Desingularization , LEON NGUYEN
THE STRUGGLE WITH INVERSE FUNCTIONS DOING AND UNDOING PROCESS , Jesus Nolasco
Tutte-Equivalent Matroids , Maria Margarita Rocha
Symmetric Presentations and Double Coset Enumeration , Charles Seager
MANUAL SYMMETRIC GENERATION , Joel Webster
Investigation of Finite Groups Through Progenitors , Charles Baccari
CONSTRUCTION OF HOMOMORPHIC IMAGES , Erica Fernandez
Making Models with Bayes , Pilar Olid
An Introduction to Lie Algebra , Amanda Renee Talley
SIMPLE AND SEMI-SIMPLE ARTINIAN RINGS , Ulyses Velasco
CONSTRUCTION OF FINITE GROUP , Michelle SoYeong Yeo
Upset Paths and 2-Majority Tournaments , Rana Ali Alshaikh
Regular Round Matroids , Svetlana Borissova
GEODESICS IN LORENTZIAN MANIFOLDS , Amir A. Botros
REALIZING TOURNAMENTS AS MODELS FOR K-MAJORITY VOTING , Gina Marie Cheney
Solving Absolute Value Equations and Inequalities on a Number Line , Melinda A. Curtis
BIO-MATHEMATICS: INTRODUCTION TO THE MATHEMATICAL MODEL OF THE HEPATITIS C VIRUS , Lucille J. Durfee
ANALYSIS AND SYNTHESIS OF THE LITERATURE REGARDING ACTIVE AND DIRECT INSTRUCTION AND THEIR PROMOTION OF FLEXIBLE THINKING IN MATHEMATICS , Genelle Elizabeth Gonzalez
LIFE EXPECTANCY , Ali R. Hassanzadah
PLANAR GRAPHS, BIPLANAR GRAPHS AND GRAPH THICKNESS , Sean M. Hearon
A Dual Fano, and Dual Non-Fano Matroidal Network , Stephen Lee Johnson
Mathematical Reasoning and the Inductive Process: An Examination of The Law of Quadratic Reciprocity , Nitish Mittal
The Kauffman Bracket and Genus of Alternating Links , Bryan M. Nguyen
Probabilistic Methods In Information Theory , Erik W. Pachas
THINKING POKER THROUGH GAME THEORY , Damian Palafox
Indicators of Future Mathematics Proficiency: Literature Review & Synthesis , Claudia Preciado
Ádám's Conjecture and Arc Reversal Problems , Claudio D. Salas
AN INTRODUCTION TO BOOLEAN ALGEBRAS , Amy Schardijn
The Evolution of Cryptology , Gwendolyn Rae Souza
SYMMETRIC PRESENTATIONS AND RELATED TOPICS , Mashael U. Alharbi
Homomorphic Images And Related Topics , Kevin J. Baccari
Geometric Constructions from an Algebraic Perspective , Betzabe Bojorquez
Discovering and Applying Geometric Transformations: Transformations to Show Congruence and Similarity , Tamara V. Bonn
Symmetric Presentations and Generation , Dustin J. Grindstaff
HILBERT SPACES AND FOURIER SERIES , Terri Joan Harris Mrs.
SYMMETRIC PRESENTATIONS OF NON-ABELIAN SIMPLE GROUPS , Leonard B. Lamp
Simple Groups and Related Topics , Manal Abdulkarim Marouf Ms.
Elliptic Curves , Trinity Mecklenburg
A Fundamental Unit of O_K , Susana L. Munoz
CONSTRUCTIONS AND ISOMORPHISM TYPES OF IMAGES , Jessica Luna Ramirez
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Home > USC Columbia > Arts and Sciences > Mathematics > Mathematics Theses and Dissertations
Theses/dissertations from 2023 2023.
Extreme Covering Systems, Primes Plus Squarefrees, and Lattice Points Close to a Helix , Jack Robert Dalton
On the Algebraic and Geometric Multiplicity of Zero as a Hypergraph Eigenvalue , Grant Ian Fickes
Deep Learning for Studying Materials Stability and Solving Thermodynamically Consistent PDES With Dynamic Boundary Conditions in Arbitrary Domains , Chunyan Li
Widely Digitally Delicate Brier Primes and Irreducibility Results for Some Classes of Polynomials , Thomas David Luckner
Deep Learning Methods for Some Problems in Scientific Computing , Yuankai Teng
Covering Systems and the Minimum Modulus Problem , Maria Claire Cummings
The Existence and Quantum Approximation of Optimal Pure State Ensembles , Ryan Thomas McGaha
Structure Preserving Reduced-Order Models of Hamiltonian Systems , Megan Alice McKay
Tangled up in Tanglegrams , Drew Joseph Scalzo
Results on Select Combinatorial Problems With an Extremal Nature , Stephen Smith
Poset Ramsey Numbers for Boolean Lattices , Joshua Cain Thompson
Some Properties and Applications of Spaces of Modular Forms With ETA-Multiplier , Cuyler Daniel Warnock
Simulation of Pituitary Organogenesis in Two Dimensions , Chace E. Covington
Polynomials, Primes and the PTE Problem , Joseph C. Foster
Widely Digitally Stable Numbers and Irreducibility Criteria For Polynomials With Prime Values , Jacob Juillerat
A Numerical Investigation of Fractional Models for Viscoelastic Materials With Applications on Concrete Subjected to Extreme Temperatures , Murray Macnamara
Trimming Complexes , Keller VandeBogert
Multiple Frailty Model for Spatially Correlated Interval-Censored , Wanfang Zhang
An Equivariant Count of Nodal Orbits in an Invariant Pencil of Conics , Candace Bethea
Finite Axiomatisability in Nilpotent Varieties , Joshua Thomas Grice
Rationality Questions and the Derived Category , Alicia Lamarche
Counting Number Fields by Discriminant , Harsh Mehta
Distance Related Graph Invariants in Triangulations and Quadrangulations of the Sphere , Trevor Vincent Olsen
Diameter of 3-Colorable Graphs and Some Remarks on the Midrange Crossing Constant , Inne Singgih
Two Inquiries Related to the Digits of Prime Numbers , Jeremiah T. Southwick
Windows and Generalized Drinfeld Kernels , Robert R. Vandermolen
Connections Between Extremal Combinatorics, Probabilistic Methods, Ricci Curvature of Graphs, and Linear Algebra , Zhiyu Wang
An Ensemble-Based Projection Method and Its Numerical Investigation , Shuai Yuan
Variable-Order Fractional Partial Differential Equations: Analysis, Approximation and Inverse Problem , Xiangcheng Zheng
Classification of Non-Singular Cubic Surfaces up to e-invariants , Mohammed Alabbood
On the Characteristic Polynomial of a Hypergraph , Gregory J. Clark
A Development of Transfer Entropy in Continuous-Time , Christopher David Edgar
Moving Off Collections and Their Applications, in Particular to Function Spaces , Aaron Fowlkes
Finding Resolutions of Mononomial Ideals , Hannah Melissa Kimbrell
Regression for Pooled Testing Data with Biomedical Applications , Juexin Lin
Numerical Methods for a Class of Reaction-Diffusion Equations With Free Boundaries , Shuang Liu
An Implementation of the Kapustin-Li Formula , Jessica Otis
A Nonlinear Parallel Model for Reversible Polymer Solutions in Steady and Oscillating Shear Flow , Erik Tracey Palmer
A Few Problems on the Steiner Distance and Crossing Number of Graphs , Josiah Reiswig
Successful Pressing Sequences in Simple Pseudo-Graphs , Hays Wimsatt Whitlatch
On The Generators of Quantum Dynamical Semigroups , Alexander Wiedemann
An Examination of Kinetic Monte Carlo Methods with Application to a Model of Epitaxial Growth , Dylana Ashton Wilhelm
Dynamical Entropy of Quantum Random Walks , Duncan Wright
Unconditionally Energy Stable Linear Schemes for a Two-Phase Diffuse Interface Model with Peng-Robinson Equation of State , Chenfei Zhang
Theory, Computation, and Modeling of Cancerous Systems , Sameed Ahmed
Turán Problems and Spectral Theory on Hypergraphs and Tensors , Shuliang Bai
Quick Trips: On the Oriented Diameter of Graphs , Garner Paul Cochran
Geometry of Derived Categories on Noncommutative Projective Schemes , Blake Alexander Farman
A Quest for Positive Definite Matrices over Finite Fields , Erin Patricia Hanna
Comparison of the Performance of Simple Linear Regression and Quantile Regression with Non-Normal Data: A Simulation Study , Marjorie Howard
Special Fiber Rings of Certain Height Four Gorenstein Ideals , Jaree Hudson
Graph Homomorphisms and Vector Colorings , Michael Robert Levet
Local Rings and Golod Homomorphisms , Thomas Schnibben
States and the Numerical Range in the Regular Algebra , James Patrick Sweeney
Thermodynamically Consistent Hydrodynamic Phase Field Models and Numerical Approximation for Multi-Component Compressible Viscous Fluid Mixtures , Xueping Zhao
On the Existence of Non-Free Totally Reflexive Modules , J. Cameron Atkins
Subdivision of Measures of Squares , Dylan Bates
Unconditionally Energy Stable Numerical Schemes for Hydrodynamics Coupled Fluids Systems , Alexander Yuryevich Brylev
Convergence and Rate of Convergence of Approximate Greedy-Type Algorithms , Anton Dereventsov
Covering Subsets of the Integers and a Result on Digits of Fibonacci Numbers , Wilson Andrew Harvey
Nonequispaced Fast Fourier Transform , David Hughey
Deep Learning: An Exposition , Ryan Kingery
A Family of Simple Codimension Two Singularities with Infinite Cohen-Macaulay Representation Type , Tyler Lewis
Polynomials Of Small Mahler Measure With no Newman Multiples , Spencer Victoria Saunders
On Crown-free Set Families, Diffusion State Difference, and Non-uniform Hypergraphs , Edward Lawrence Boehnlein
Structure of the Stable Marriage and Stable Roommate Problems and Applications , Joe Hidakatsu
Binary Quartic Forms over Fp , Daniel Thomas Kamenetsky
On a Constant Associated with the Prouhet-Tarry-Escott Problem , Maria E. Markovich
Some Extremal And Structural Problems In Graph Theory , Taylor Mitchell Short
Chebyshev Inversion of the Radon Transform , Jared Cameron Szi
Modeling of Structural Relaxation By A Variable-Order Fractional Differential Equation , Su Yang
Modeling, Simulation, and Applications of Fractional Partial Differential Equations , Wilson Cheung
The Packing Chromatic Number of Random d-regular Graphs , Ann Wells Clifton
Commutator Studies in Pursuit of Finite Basis Results , Nathan E. Faulkner
Avoiding Doubled Words in Strings of Symbols , Michael Lane
A Survey of the Kinetic Monte Carlo Algorithm as Applied to a Multicellular System , Michael Richard Laughlin
Toward the Combinatorial Limit Theory of free Words , Danny Rorabaugh
Trees, Partitions, and Other Combinatorial Structures , Heather Christina Smith
Fast Methods for Variable-Coefficient Peridynamic and Non-Local Diffusion Models , Che Wang
Modeling and Computations of Cellular Dynamics Using Complex-fluid Models , Jia Zhao
The Non-Existence of a Covering System with all Moduli Distinct, Large and Square-Free , Melissa Kate Bechard
Explorations in Elementary and Analytic Number Theory , Scott Michael Dunn
Independence Polynomials , Gregory Matthew Ferrin
Turán Problems on Non-uniform Hypergraphs , Jeremy Travis Johnston
On the Group of Transvections of ADE-Diagrams , Marvin Jones
Fake Real Quadratic Orders , Richard Michael Oh
Shimura Images of A Family of Half-Integral Weight Modular Forms , Kenneth Allan Brown
Sharp Bounds Associated With An Irreducibility Theorem For Polynomials Having Non-Negative Coefficients , Morgan Cole
Deducing Vertex Weights From Empirical Occupation Times , David Collins
Analysis and Processing of Irregularly Distributed Point Clouds , Kamala Hunt Diefenthaler
Generalizations of Sperner's Theorem: Packing Posets, Families Forbidding Posets, and Supersaturation , Andrew Philip Dove
Spectral Analysis of Randomly Generated Networks With Prescribed Degree Sequences , Clifford Davis Gaddy
Selected Research In Covering Systems of the Integers and the Factorization of Polynomials , Joshua Harrington
The Weierstrass Approximation Theorem , LaRita Barnwell Hipp
The Compact Implicit Integration Factor Scheme For the Solution of Allen-Cahn Equations , Meshack K. Kiplagat
Applications of the Lopsided Lovász Local Lemma Regarding Hypergraphs , Austin Tyler Mohr
Study On Covolume-Upwind Finite Volume Approximations For Linear Parabolic Partial Differential Equations , Rosalia Tatano
Coloring Pythagorean Triples and a Problem Concerning Cyclotomic Polynomials , Daniel White
A Computational Approach to the Quillen-Suslin Theorem, Buchsbaum-Eisenbud Matrices, and Generic Hilbert-Burch Matrices , Jonathan Brett Barwick
Mathematical Modeling and Computational Studies for Cell Signaling , Kanadpriya Basu
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The final requirement in the Math Department’s PhD program is filing the dissertation. The dissertation committee has the responsibility for determining whether a submitted dissertation draft is acceptable for the PhD. It is the responsibility of the student to keep in touch with all members of the committee and communicate their expected timeline to completion with adequate time prior to the filing date for all members of the committee to read and provide comments on the dissertation draft. It is also the responsibility of the student to stay informed about all deadlines associated with dissertation filing.
There are several steps, outlined below, that must be completed by the student during the term in which they plan to file. PhD candidates should review the checklist carefully and in full no later than the start of the semester in which they intend to file, and follow up with the GSAO with any unanswered questions. Please note that the checklist items detailed below are for Math and Applied Math PhD candidates; Logic students will find a separate checklist linked below under “Dissertation Filing Resources”.
Once you have completed all steps of the filing process (including surveys) and have a satisfied APR your certification of conferral will be emailed to you within 2-3 business days.
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Home > Computational, Mathematical, and Physical Sciences > Mathematics Education > Theses and Dissertations
Theses/dissertations from 2024 2024.
Rigorous Verification of Stability of Ideal Gas Layers , Damian Anderson
Documentation of Norm Negotiation in a Secondary Mathematics Classroom , Michelle R. Bagley
New Mathematics Teachers' Goals, Orientations, and Resources that Influence Implementation of Principles Learned in Brigham Young University's Teacher Preparation Program , Caroline S. Gneiting
Impact of Applying Visual Design Principles to Boardwork in a Mathematics Classroom , Jennifer Rose Canizales
Practicing Mathematics Teachers' Perspectives of Public Records in Their Classrooms , Sini Nicole White Graff
Parents' Perceptions of the Importance of Teaching Mathematics: A Q-Study , Ashlynn M. Holley
Engagement in Secondary Mathematics Group Work: A Student Perspective , Rachel H. Jorgenson
Understanding College Students' Use of Written Feedback in Mathematics , Erin Loraine Carroll
Identity Work to Teach Mathematics for Social Justice , Navy B. Dixon
Developing a Quantitative Understanding of U-Substitution in First-Semester Calculus , Leilani Camille Heaton Fonbuena
The Perception of At-Risk Students on Caring Student-Teacher Relationships and Its Impact on Their Productive Disposition , Brittany Hopper
Variational and Covariational Reasoning of Students with Disabilities , Lauren Rigby
Structural Reasoning with Rational Expressions , Dana Steinhorst
Student-Created Learning Objects for Mathematics Renewable Assignments: The Potential Value They Bring to the Broader Community , Webster Wong
Emotional Geographies of Beginning and Veteran Reformed Teachers in Mentor/Mentee Relationships , Emily Joan Adams
You Do Math Like a Girl: How Women Reason Mathematically Outside of Formal and School Mathematics Contexts , Katelyn C. Pyfer
Developing the Definite Integral and Accumulation Function Through Adding Up Pieces: A Hypothetical Learning Trajectory , Brinley Nichole Stevens
Mathematical Identities of Students with Mathematics Learning Dis/abilities , Emma Lynn Holdaway
Teachers' Mathematical Meanings: Decisions for Teaching Geometric Reflections and Orientation of Figures , Porter Peterson Nielsen
Student Use of Mathematical Content Knowledge During Proof Production , Chelsey Lynn Van de Merwe
Making Sense of the Equal Sign in Middle School Mathematics , Chelsea Lynn Dickson
Developing Understanding of the Chain Rule, Implicit Differentiation, and Related Rates: Towards a Hypothetical Learning Trajectory Rooted in Nested Multivariation , Haley Paige Jeppson
Secondary Preservice Mathematics Teachers' Curricular Reasoning , Kimber Anne Mathis
“Don’t Say Gay. We Say Dumb or Stupid”: Queering ProspectiveMathematics Teachers’ Discussions , Amy Saunders Ross
Aspects of Engaging Problem Contexts From Students' Perspectives , Tamara Kay Stark
Addressing Pre-Service Teachers' Misconceptions About Confidence Intervals , Kiya Lynn Eliason
How Teacher Questions Affect the Development of a Potential Hybrid Space in a Classroom with Latina/o Students , Casandra Helen Job
Teacher Graphing Practices for Linear Functions in a Covariation-Based College Algebra Classroom , Konda Jo Luckau
Principles of Productivity Revealed from Secondary Mathematics Teachers' Discussions Around the Productiveness of Teacher Moves in Response to Teachable Moments , Kylie Victoria Palsky
Curriculum Decisions and Reasoning of Middle School Teachers , Anand Mikel Bernard
Teacher Response to Instances of Student Thinking During Whole Class Discussion , Rachel Marie Bernard
Kyozaikenkyu: An In-Depth Look into Japanese Educators' Daily Planning Practices , Matthew David Melville
Analysis of Differential Equations Applications from the Coordination Class Perspective , Omar Antonio Naranjo Mayorga
The Principles of Effective Teaching Student Teachershave the Opportunity to Learn in an AlternativeStudent Teaching Structure , Danielle Rose Divis
Insight into Student Conceptions of Proof , Steven Daniel Lauzon
Teacher Participation and Motivation inProfessional Development , Krystal A. Hill
Student Evaluation of Mathematical Explanations in anInquiry-Based Mathematics Classroom , Ashley Burgess Hulet
English Learners' Participation in Mathematical Discourse , Lindsay Marie Merrill
Mathematical Interactions between Teachers and Students in the Finnish Mathematics Classroom , Paula Jeffery Prestwich
Parents and the Common Core State Standards for Mathematics , Rebecca Anne Roberts
Examining the Effects of College Algebra on Students' Mathematical Dispositions , Kevin Lee Watson
Problems Faced by Reform Oriented Novice Mathematics Teachers Utilizing a Traditional Curriculum , Tyler Joseph Winiecke
Academic and Peer Status in the Mathematical Life Stories of Students , Carol Ann Wise
The Effect of Students' Mathematical Beliefs on Knowledge Transfer , Kristen Adams
Language Use in Mathematics Textbooks Written in English and Spanish , Kailie Ann Bertoch
Teachers' Curricular Reasoning and MKT in the Context of Algebra and Statistics , Kolby J. Gadd
Mathematical Telling in the Context of Teacher Interventions with Collaborative Groups , Brandon Kyle Singleton
An Investigation of How Preservice Teachers Design Mathematical Tasks , Elizabeth Karen Zwahlen
Student Understanding of Limit and Continuity at a Point: A Look into Four Potentially Problematic Conceptions , Miriam Lynne Amatangelo
Exploring the Mathematical Knowledge for Teaching of Japanese Teachers , Ratu Jared R. T. Bukarau
Comparing Two Different Student Teaching Structures by Analyzing Conversations Between Student Teachers and Their Cooperating Teachers , Niccole Suzette Franc
Professional Development as a Community of Practice and Its Associated Influence on the Induction of a Beginning Mathematics Teacher , Savannah O. Steele
Types of Questions that Comprise a Teacher's Questioning Discourse in a Conceptually-Oriented Classroom , Keilani Stolk
Student Teachers' Interactive Decisions with Respect to Student Mathematics Thinking , Jonathan J. Call
Manipulatives and the Growth of Mathematical Understanding , Stacie Joyce Gibbons
Learning Within a Computer-Assisted Instructional Environment: Effects on Multiplication Math Fact Mastery and Self-Efficacy in Elementary-Age Students , Loraine Jones Hanson
Mathematics Teacher Time Allocation , Ashley Martin Jones
How Student Positioning Can Lead to Failure in Inquiry-based Classrooms , Kelly Beatrice Campbell
Teachers' Decisions to Use Student Input During Class Discussion , Heather Taylor Toponce
A Conceptual Framework for Student Understanding of Logarithms , Heather Rebecca Ambler Williams
Growth in Students' Conceptions of Mathematical Induction , John David Gruver
Contextualized Motivation Theory (CMT): Intellectual Passion, Mathematical Need, Social Responsibility, and Personal Agency in Learning Mathematics , Janelle Marie Hart
Thinking on the Brink: Facilitating Student Teachers' Learning Through In-the-Moment Interjections , Travis L. Lemon
Understanding Teachers' Change Towards a Reform-Oriented Mathematics Classroom , Linnae Denise Williams
A Comparison of Mathematical Discourse in Online and Face-to-Face Environments , Shawn D. Broderick
The Influence of Risk Taking on Student Creation of Mathematical Meaning: Contextual Risk Theory , Erin Nicole Houghtaling
Uncovering Transformative Experiences: A Case Study of the Transformations Made by one Teacher in a Mathematics Professional Development Program , Rachelle Myler Orsak
Student Teacher Knowledge and Its Impact on Task Design , Tenille Cannon
How Eighth-Grade Students Estimate with Fractions , Audrey Linford Hanks
Similar but Different: The Complexities of Students' Mathematical Identities , Diane Skillicorn Hill
Choose Your Words: Refining What Counts as Mathematical Discourse in Students' Negotiation of Meaning for Rate of Change of Volume , Christine Johnson
Mathematics Student Teaching in Japan: A Multi-Case Study , Allison Turley Shwalb
Applying Toulmin's Argumentation Framework to Explanations in a Reform Oriented Mathematics Class , Jennifer Alder Brinkerhoff
What Are Some of the Common Traits in the Thought Processes of Undergraduate Students Capable of Creating Proof? , Karen Malina Duff
Probing for Reasons: Presentations, Questions, Phases , Kellyn Nicole Farlow
One Problem, Two Contexts , Danielle L. Gigger
The Main Challenges that a Teacher-in-Transition Faces When Teaching a High School Geometry Class , Greg Brough Henry
Discovering the Derivative Can Be "Invigorating:" Mark's Journey to Understanding Instantaneous Velocity , Charity Ann Gardner Hyer
How a Master Teacher Uses Questioning Within a Mathematical Discourse Community , Omel Angel Contreras
Determining High School Geometry Students' Geometric Understanding Using van Hiele Levels: Is There a Difference Between Standards-based Curriculum Students and NonStandards-based Curriculum Students? , Rebekah Loraine Genz
The Nature and Frequency of Mathematical Discussion During Lesson Study That Implemented the CMI Framework , Andrew Ray Glaze
Second Graders' Solution Strategies and Understanding of a Combination Problem , Tiffany Marie Hessing
What Does It Mean To Preservice Mathematics Teachers To Anticipate Student Responses? , Matthew M. Webb
Fraction Multiplication and Division Image Change in Pre-Service Elementary Teachers , Jennifer J. Cluff
An Examination of the Role of Writing in Mathematics Instruction , Amy Jeppsen
Reasoning About Motion: A Case Study , Tiffini Lynn Glaze
An Analysis of the Influence of Lesson Study on Preservice Secondary Mathematics Teachers' View of Self-As Mathematics Expert , Julie Stafford
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Doctoral theses.
About twenty to thirty doctoral students complete their doctoral thesis at the Department of Mathematics every year.
Recent doctoral examinations
Published after 1 January 2014. For theses published before 2014, please refer to the Research Collection .
Home > Mathematics > Dissertations, Theses, and Student Research
Department of mathematics: dissertations, theses, and student research.
Approximation Via Degree Reduction of Nonlinearities with Applications to Turbulent Flows, Flame Fronts, and Magnetohydrodynamics , Matthew Enlow
Discrete Macaulay-Steiner Geometry , Nikola Kuzmanovski
Making Sandwiches: A Novel Invariant in D-module Theory , David Lieberman
Mathematical and Computational Analysis of Certain Regularizations for the 3D Navier-Stokes Equations and Nonlocal Peridynamic Conservation Laws , Isabel Safarik
An Analysis of Plant Response to Herbivory , Lawrence Gustavo Seminario-Romero
Game-Theoretic Approaches to Optimal Resource Allocation and Defense Strategies in Herbaceous Plants , Molly R. Creagar
Prefix-Rewriting: The Falsification by Fellow Traveler Property and Practical Computation , Ash DeClerk
Positioning Undergraduate Learning Assistants in Instruction: A Case Study of the LA Role in Active Learning Mathematics Classrooms at the University of Nebraska-Lincoln , Rachel Funk
Classroom Social Support: A Multiple Phenomenological Case Study of Mathematics Graduate Teaching Assistants’ Decision Making in the Classroom , Brittany Johnson
On the Superabundance of Singular Varieties in Positive Characteristic , Jake Kettinger
On Dyadic Parity Check Codes and Their Generalizations , Meraiah Martinez
Intrinsic Tame Filling Functions and Other Refinements of Diameter Functions , Andrew Quaisley
Partitions of R^n with Maximal Seclusion and their Applications to Reproducible Computation , Jason Vander Woude
Gordian Distance and Complete Alexander Neighbors , Ana Wright
Unexpectedness Stratified by Codimension , Frank Zimmitti
Extremal Problems in Graph Saturation and Covering , Adam Volk
Free Semigroupoid Algebras from Categories of Paths , Juliana Bukoski
Frobenius and Homological Dimensions of Complexes , Taran Funk
N-Fold Matrix Factorizations , Eric Hopkins
Free Complexes over the Exterior Algebra with Small Homology , Erica Hopkins
Gauge-Invariant Uniqueness and Reductions of Ordered Groups , Robert Huben
Results on Nonorientable Surfaces for Knots and 2-knots , Vincent Longo
A Combinatorial Formula for Kazhdan-Lusztig Polynomials of Sparse Paving Matroids , George Nasr
Bootstrap Percolation on Random Geometric Graphs , Alyssa Whittemore
Hadamard Well-Posedness for two Nonlinear Structure Acoustic Models , Andrew Becklin
Optimal Allocation of Two Resources in Annual Plants , David McMorris
Spectral Properties of a Non-Compact Operator in Ecology , Matthew Reichenbach
Exploring Pedagogical Empathy of Mathematics Graduate Student Instructors , Karina Uhing
Trisections of Flat Surface Bundles over Surfaces , Marla Williams
Operator algebras generated by left invertibles , Derek DeSantis
Admissibility of C*-Covers and Crossed Products of Operator Algebras , Mitchell A. Hamidi
Unbounded Derivations of C*-algebras and the Heisenberg Commutation Relation , Lara M. Ismert
Individual Based Model to Simulate the Evolution of Insecticide Resistance , William B. Jamieson
The Derived Category of a Locally Complete Intersection Ring , Joshua Pollitz
Sequential Differences in Nabla Fractional Calculus , Ariel Setniker
The T 3 , T 4 -conjecture for links , Katie Tucker
Design and Analysis of Graph-based Codes Using Algebraic Lifts and Decoding Networks , Allison Beemer
Graphs with few spanning substructures , Jessica De Silva
Fractional Difference Operators and Related Boundary Value Problems , Scott C. Gensler
Green's Functions and Lyapunov Inequalities for Nabla Caputo Boundary Value Problems , Areeba Ikram
On the well-posedness and global boundary controllability of a nonlinear beam model , Jessie Jamieson
Resolutions of Finite Length Modules over Complete Intersections , Seth Lindokken
On Coding for Partial Erasure Channels , Carolyn Mayer
High Cognitive Demand Examples in Precalculus: Examining the Work and Knowledge Entailed in Enactment , Erica R. Miller
A Tensor's Torsion , Neil Steinburg
Properties and Convergence of State-based Laplacians , Kelsey Wells
The Existence of Solutions for a Nonlinear, Fractional Self-Adjoint Difference Equation , Kevin Ahrendt
Ideal Containments under Flat Extensions and Interpolation on Linear Systems in P 2 , Solomon Akesseh
Stable Cohomology Of Local Rings And Castelnuovo-Mumford Regularity Of Graded Modules , Luigi Ferraro
Languages, geodesics, and HNN extensions , Maranda Franke
Antichains and Diameters of Set Systems , Brent McKain
Rigidity of the Frobenius, Matlis Reflexivity, and Minimal Flat Resolutions , Douglas J. Dailey
Management of Invasive Species using Optimal Control Theory , Christina J. Edholm
Cohen-Macaulay Dimension for Coherent Rings , Rebecca Egg
Adian inverse semigroups , Muhammad Inam
Homological characterizations of quasi-complete intersections , Jason M. Lutz
Bridge spectra of cables of 2-bridge knots , Nicholas John Owad
Applications of Discrete Mathematics for Understanding Dynamics of Synapses and Networks in Neuroscience , Caitlyn Parmelee
A Caputo Boundary Value Problem in Nabla Fractional Calculus , Julia St. Goar
Stable local cohomology and cosupport , Peder Thompson
Graph centers, hypergraph degree sequences, and induced-saturation , Sarah Lynne Behrens
Knörrer Periodicity and Bott Periodicity , Michael K. Brown
The Strict Higher Grothendieck Integral , Scott W. Dyer
Invariant Basis Number and Basis Types for C*-Algebras , Philip M. Gipson
Bioinformatic Game Theory and Its Application to Cluster Multi-domain Proteins , Brittney Keel
Extremal Results for the Number of Matchings and Independent Sets , Lauren Keough
Crosscap Number: Handcuff Graphs and Unknotting Number , Anne Kerian
Tame Filling Functions and Closure Properties , Anisah Nu'Man
Analysis of Neuronal Sequences Using Pairwise Biases , Zachary Roth
Systems of parameters and the Cohen-Macaulay property , Katharine Shultis
Local and Nonlocal Models in Thin-Plate and Bridge Dynamics , Jeremy Trageser
Betti sequences over local rings and connected sums of Gorenstein rings , Zheng Yang
Boundary Value Problems of Nabla Fractional Difference Equations , Abigail M. Brackins
Results on edge-colored graphs and pancyclicity , James Carraher
An Applied Functional and Numerical Analysis of a 3-D Fluid-Structure Interactive PDE , Thomas J. Clark
Algebraic Properties of Ext-Modules over Complete Intersections , Jason Hardin
Combinatorial and Algebraic Coding Techniques for Flash Memory Storage , Kathryn A. Haymaker
Well-posedness and stability of a semilinear Mindlin-Timoshenko plate model , Pei Pei
The Neural Ring: Using Algebraic Geometry to Analyze Neural Codes , Nora Youngs
Development and Application of Difference and Fractional Calculus on Discrete Time Scales , Tanner J. Auch
BOUNDARY VALUE PROBLEMS FOR DISCRETE FRACTIONAL EQUATIONS , Pushp R. Awasthi
Embedding and Nonembedding Results for R. Thompson's Group V and Related Groups , Nathan Corwin
Periodic modules over Gorenstein local rings , Amanda Croll
Results on Containments and Resurgences, with a Focus on Ideals of Points in the Plane , Annika Denkert
REGULARITY FOR SOLUTIONS TO PARABOLIC SYSTEMS AND NONLOCAL MINIMIZATION PROBLEMS , Joe Geisbauer
Decompositions of Betti Diagrams , Courtney Gibbons
Symbolic Powers of Ideals in k [ P N ] , Michael Janssen
Closure and homological properties of (auto)stackable groups , Ashley Johnson
Random search models of foraging behavior: theory, simulation, and observation. , Ben C. Nolting
Geometric Study of the Category of Matrix Factorizations , Xuan Yu
BOUNDARY VALUE PROBLEMS FOR DISCRETE FRACTIONAL EQUATIONS , Khulud Alyousef
PRIME IDEALS IN TWO-DIMENSIONAL NOETHERIAN DOMAINS AND FIBER PRODUCTS AND CONNECTED SUMS , Ela Celikbas
Modeling and Mathematical Analysis of Plant Models in Ecology , Eric A. Eager
An Analysis of Nonlocal Boundary Value Problems of Fractional and Integer Order , Christopher Steven Goodrich
SYSTEMS OF NONLINEAR WAVE EQUATIONS WITH DAMPING AND SUPERCRITICAL SOURCES , Yanqiu Guo
Commutative Rings Graded by Abelian Groups , Brian P. Johnson
The Weak Discrepancy and Linear Extension Diameter of Grids and Other Posets , Katherine Victoria Johnson
Combinatorics Using Computational Methods , Derrick Stolee
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A reverse-chronological list of doctoral dissertations awarded by the department.
A link on a person's name goes either to their webpage or to recent news or information about them.
The link from the dissertation title leads to the university library. Most dissertations since 2003 are available electronically there. If the link is missing on a recent dissertation, try a library search for " OUD Theses. Mathematics ."
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Overview: phd mathematics & science education.
The PhD in Education: Curriculum and Instruction offers students opportunities to study in three major areas of concentration: (a) Curriculum Studies ; (b) Literacy, Language, and Culture ; (c ) Mathematics and Science Education . Students in this PhD program apply to and are admitted to one of these three concentrations. These concentrations have some common elements but they also differ in a number of important ways. Therefore, each of these concentrations is described separately. You should refer to the description of the concentration to which you have been admitted. You should also refer to later sections of this handbook that provide additional information about conducting dissertation research successfully.
The MSE PhD program spans P-20 mathematics and science education in urban settings in and out of schools. The focus is on developing new knowledge that improves science and mathematics education and has an impact on the communities we serve. Students engage in coursework and research experiences that guide them to view issues of learning, teaching, curriculum, assessment, and policy through sociocultural and sociopolitical lenses where equity, social justice, race, language, culture, and identity are essential considerations.
Program faculty members are widely recognized as leaders in their respective fields. They have published extensively on the educational experiences of African American and Latino learners, and bring to their research and teaching strong disciplinary education in STEM fields. They also have considerable records of mentoring and preparing scholars from traditionally underrepresented groups, as well as preparing and collaborating with P-20 science and mathematics teachers and faculty.
Graduates of the MSE program are well prepared to assume a variety of positions in colleges, universities, organizations, and informal educational settings to improve the mathematics and science education of children, adolescents, and adult learners through research.
The program requires a minimum of 98 semester hours beyond the baccalaureate degree and a minimum of 66 semester hours beyond the master’s degree. These requirements include completion of a 12-hour Doctoral Studies Core, a 12-hour methodology requirement, 12 hours of the MSE program core, and 12 hours in one of the two disciplinary strands (i.e., mathematics education or science education). Students are required to pass written and oral portions of a preliminary examination and successfully defend their dissertation research. Requirements are as follows for students who enter the program with an earned master’s degree.
Students who enter with a bachelor’s but not a master’s degree must take up to 32 hours of additional course work (the equivalent of a master’s degree) in an area of specialization.
All doctoral degrees in the College of Education require a core of courses that focuses on different types of research in educational settings, research design, and the analysis of educational data. These core courses will help you develop the minimum skills needed to evaluate research literature and to begin your own independent research. You are encouraged to take these core courses early in your program; however, you may take other courses in the program before completing this set of courses.
The requirements of the Doctoral Studies Core are:
In addition to the Doctoral Studies Core above, you must take a minimum of three research methodology courses as described below. Note also that you may choose or be encouraged by your faculty advisor to take additional courses in research methodology beyond these minimums in order to meet your personal scholarly and professional goals.
The Methodology Requirement includes:
CI 500 is designed to help you meet faculty members and be introduced to the wide range of research approaches used in the field of curriculum studies in general, including mathematics and science education.
You should complete at least 4 hours from among the following options:
Teaching Apprenticeship (CI 592)
An apprenticeship in teaching is strongly recommended for those individuals intending to pursue a career in higher education. The apprenticeship in teaching requires that you register for CI 592—Apprenticeship in Teacher Education and co-teach a university course under the direction of a faculty sponsor. The course that you teach should be related to your interests and future career objectives. A faculty member will be the instructor of record and will supervise you closely throughout the internship. You will assume responsibility for course instruction, student interaction, and evaluation to the extent negotiated with the instructor. In addition to this apprenticeship in teaching, you are also encouraged to seek opportunities to deliver guest lectures in other classes offered by the faculty.
Research Project (CI 593)
The research project is an important beginning experience in doing actual research in a chosen area of study. The research project may also give you an opportunity to explore and pilot ideas for your dissertation research. You may seek out any faculty to guide and oversee your research project. Ideally, you would engage in all aspects of research from design through execution, analysis, and writing of results. Such work may lead to a presentation at a scholarly conference or to submission of a manuscript to a professional journal or other publication (e.g., a book chapter, journal paper, etc.). See Section V on the possible need for IRB approval before conducting a research project. Collaborating with faculty on a larger research project may also be used to fulfill this requirement.
You should consult with your faculty advisor to determine when you are ready to embark on a research project. You must then find a faculty member to help design and conduct the project. This faculty member may be your program advisor or another faculty member who has particular expertise and experience to support the project.
Independent Study (CI 596)
In consultation with your advisor, and with the agreement and approval of a supervising faculty member, you may choose to register for an Independent Study (CI 596) project. This option allows you to design, implement and analyze the results of a research problem in your area of specialization.
You are required to submit a formal progress report each year. These reports provide you with an opportunity to reflect on whether you are meeting your goals while allowing faculty to assess whether adequate progress is being made. Program faculty review and discuss these reports and provide written feedback to you about whether you are meeting expectations. Recommendations for ways to enhance or sustain your progress are a likely result of this process. If you are not making adequate progress you may be placed on probation and given directive feedback on how to proceed.
The purpose of the preliminary examination is to determine your readiness to undertake dissertation research. The examination has two parts: a written portion (written prelims) that focuses primarily on your program of study, and an oral portion (oral prelims) that focuses primarily on your dissertation proposal. Passing the preliminary examination constitutes formal admission to candidacy for the PhD.
Written prelims should be taken when you have completed your coursework, or concurrently with your last course(s). Oral prelims should be taken after you pass the written prelims and have completed your dissertation proposal. Passing the oral prelims constitutes approval of your dissertation research direction. Before beginning your dissertation research, you must also receive approval from the Institutional Review Board (IRB) if the research involves human subjects (see Section V).
You should begin making arrangements to take the written prelims when you have finished, or you are almost finishing, your coursework. First, you must find a faculty member to chair your written prelims committee. Your faculty program advisor can help with this task. Your program advisor may serve as a your committee chair, or you may identify another Mathematics and Science Education program faculty member whose interests and expertise align more closely with your program of study and dissertation research. You should work with the committee chair to identify and recruit at least two other members to serve on your written prelims committee. Your written prelims committee may, or may not, grow into your 5-member dissertation committee that evaluates your oral prelims, which is the defense of your dissertation proposal. Thus, as you put together your written prelims committee, know the guidelines for the composition of the oral prelims committee, which is the same as your dissertation committee.
The chair of the written prelims committee will convene the other committee members to develop questions for the exam. Generally, these questions ask you to integrate and apply knowledge and understandings gained from your coursework, research project, and independent readings with an eye onto your dissertation research direction. You may choose to take the exam at the university or as a take-home assignment. Written prelims are evaluated on a pass/fail basis. If necessary, the entire exam or some portion can be retaken once. After you have passed this exam, the chair will submit a form indicating this accomplishment to the College of Education Office of Student Services for inclusion in your file.
Your coursework, research project, independent readings, and written prelims should give you a good start on planning your dissertation research. After passing the written prelims, you must complete a proposal for your dissertation research that you will defend during your oral prelims.
Dissertation research may be developed from the many possibilities related to your area of study and from a variety of research traditions. The process of writing a dissertation proposal is challenging, but it provides great opportunities for creative and personally rewarding work. Students often find it helpful to draw on their studies to date and avail themselves of the advice and support of their committee chair and members, other faculty, and fellow students whenever possible. Dissertation proposals may take many forms and be of varying lengths. The organization, content, and length of the proposal are issues that you should decide in consultation with the chair of your dissertation committee.
When you and your committee chair agree that the dissertation proposal is ready for review and approval, you will work with the chair to distribute the proposal to members of your oral prelims committee (see below under Oral Prelims section) and schedule the defense of your proposal. The proposal should be distributed to committee members for review at least three weeks before the scheduled date. It is strongly recommended that a draft of the IRB application is included in the proposal. As a rule, you should not submit your application to the IRB before the oral prelims are completed because committees may make recommendations for changing research protocols during the exam (i.e., proposal defense). See Section V for information about IRB requirements and procedures.
The oral prelims are a hearing on the dissertation proposal with the primary function to assess and approve the dissertation research proposal.
Although the oral prelims committee can be later changed if needed, it should generally be expected to serve also as your dissertation committee and formed accordingly. The dissertation committee should consist of five members including your chair who must be a Mathematics and Science Education program faculty. At least three members, including the chair, must be UIC faculty who are full members of the Graduate College. Tenured or tenure-track faculty are usually full members of the Graduate College; clinical and visiting faculty generally are not. Links to a listing of full members are available on the Graduate College website: http://grad.uic.edu/cms/?pid=1000207 . At least two committee members must be tenured faculty in the College of Education (i.e., associate professors or professors). Also, at least two members must be Mathematics and Science Education program faculty. The Graduate College also requires that a member is from outside the Program (see Section IV). You should work with your oral prelims committee chair to identify and recruit at least four other members (possibly including any who have served on your written prelims committee) to serve on your oral prelims committee.
In order to formally constitute the oral prelims committee, you must submit to the Graduate College a Committee Recommendation Form. This form may be obtained from the Graduate College’s website: http://grad.uic.edu/cms/?pid=1000329 . At the same time, you should ask the College of Education Office of Student Services (3145 EPASW) for a degree checklist (see Section IV). A list of the courses taken is available through the my.UIC portal: https://my.uic.edu/common/ . You must return the completed degree checklist with the signed Committee Recommendation Form to the College of Education Office of Student Services. The completed form must be signed by the committee chair and submitted to the College of Education Office of Student Services at least three weeks before the date of the examination. Before submitting this form, you must be sure that the faculty members identified to serve on the committee have agreed to serve. If you want to include a committee member who is not on the faculty at UIC or is not a member of the UIC Graduate College, the Graduate College must approve that member. This approval process is initiated when the Committee Recommendation Form is submitted to the College of Education Office of Student Services. A copy of the potential committee member’s full current curriculum vitae must be submitted with the Committee Recommendation Form.
The oral prelims are evaluated on a pass-fail basis. If two or more members of the oral prelims committee assign a failing grade, the student fails the exam. Students who fail are sometimes asked to do additional work on or to revise their dissertation proposal before their committee gives final approval. Even if the committee does not fail a student, it may require that the student make particular changes in the dissertation proposal before the proposal is approved.
Passing the oral prelims signifies that committee members have given their approval for you to carry out your proposed dissertation research. Once you have reached this point, you must submit the final version of the IRB application for approval (see Section V). Before an application is submitted to the IRB, you must have it reviewed and signed by the committee chair and the chair of the Curriculum and Instruction Department.
After passing the oral prelims and receiving approval from the IRB, you may begin your dissertation research. You must register for a minimum of 12 hours of dissertation credit during the time you conduct and write up your study. After registering for the minimum of 12 hours of dissertation credit, if you have passed both the written and oral prelims, you may petition the Graduate College to be permitted to register for 0 (zero) hours of dissertation credit. If permission is granted, you may continue to register for 0 hours if you continue to make satisfactory progress and are within the time limits for completion of the degree. Note that even if you are eligible and successfully petition the Graduate College to register for 0 hours, you still must register for 0 hours each semester until you have successfully defended the dissertation (although you do not need to register for 0 credits for the summer session unless the defense will be held during the summer).
The Graduate College makes an exception to the above registration requirement if the defense will occur during the late registration period for a term; in those cases, a doctoral defense will be allowed without student registration in that term. This is assuming that you were registered the previous term, or the previous spring term in the instance of a fall defense (which should be the case since, as stated above, continuous registration is required). The late registration period is the official first ten days of any fall or spring semester and the first five days of the summer term. If you defend after the 10 th day (5 th in summer) you must be registered.
If you hold a fellowship, assistantship and/or tuition waiver, and do not resign from it, then registration is mandatory for the number of hours required to hold the award or assistantship. If you hold a student visa, you probably do not have to register if you leave the country by the 10 th day (5 th in summer), although this should be verified with Office of International Services.
This (late period registration defense) exception does not affect the registration requirement to take the Preliminary Examination, or the general requirement of continuous registration from Preliminary Examination to defense. Failure to register continuously may result in being administratively dropped from the program. You should refer to Section IV for important additional information about constituting a dissertation committee and conducting dissertation research.
When nearing the end of dissertation research, you should begin to plan your dissertation defense with your dissertation committee chair. See Section IV for specific information about organizing and scheduling a dissertation defense and filing all the paperwork required before the defense can be conducted.
According to Graduate College regulations, at least one year must pass between completing the oral prelims and the dissertation defense. If you fail to complete all program requirements, including the dissertation defense, within five years of passing the oral prelims, you must retake them.
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The standard route of our PhD programme is full time (4 years). In exceptional cases Postgraduate research may also be done on a part time basis (6-8 years).
Your progress will be monitored through a series of annual progression points called PhD Milestones, and you will be required to present your research each year. This is to ensure you are making sufficient progress, as well as an opportunity for valuable feedback. You must pass each PhD milestone to continue your registration.
Research Plan Confirmation (RPC) | Early Stage Assessment (ESA) | Late Stage Review (LSR) | Year 3 Progress Review | Thesis Submission |
---|---|---|---|---|
You are encouraged to participate in conferences and workshops to engage with research field. You will have access to funding (Research Training Support Grant) to allow you to attend and present your work to the wider academic community.
We understand the challenges that come with embarking on a PhD journey and have a dedicated team ready to provide all the support and guidance you need. As a PhD student at Imperial, you’ll have access to a Student Experience Team and a designated Student Wellbeing Adviser in the Department of Mathematics, who are committed to enriching your experience beyond academics. For any welfare concerns, you can also reach out to the Senior Postgraduate Welfare Tutor. Additionally, you can receive further support from external services such as counselling.
The Three Minute Thesis Competition (3MT) is an exciting, fast-paced event showcasing the research of graduate students across campus. Each scholar is given three minutes to present their research displayed to the audience and judging panel in a single presentation slide. The competition boasts cash prizes for winners in each category.
You'll be amazed at what these scholars can fit into a three-minute presentation. You don't want to miss this competition!
Our graduate students have had an impressive showing at the regional 3MT competition at the Western Association of Graduate Schools annual conference. In 2023, Jennifer Heppner won third place and in 2024, Kendra Isable won second place.
The 2024 competition will be hosted in the Spring semester with two preliminary rounds in early March and the finals in April.
Join our competition, preliminary round.
The top four contestants from groups A1, B1, A2 and B2 will be awarded $300 and will compete in the final round. Submit your presentation using the appropriate Group description link below.
Wednesday, March 6, 2024, at 6 p.m. in the Wells Fargo Auditorium (MIKC 124)
Thursday, March 7, 2024, at 6 p.m. in the Wells Fargo Auditorium (MIKC 124)
Thursday, April 11, 2024, at 7 p.m. in the Wells Fargo Auditorium (MIKC 124)
In the final round you'll compete against the eight finalists at your degree level:
Winners from each group of the final round will be awarded as follows:
Applications are due February 29 by 11:59 p.m.
Preliminary submission form
Presentation:.
Comprehension & content.
View the winners of each year since 2014!
View past winners
First place: cody cris.
Francisco calderon abullarade.
Abdulwarith kassim.
First place: abdulwarith kassim.
IMAGES
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Find online access to most Harvard PhD dissertations from 2012 forward in DASH, Harvard's open-access repository. Browse through an extensive collection of older dissertations on ProQuest Dissertation and Theses Search.
The department began awarding PhD degrees on a regular basis around 1930, when a formal doctoral program was established as a result of the appointment of Tibor Radó as a professor at our department. To date, the department has awarded over 800 PhD degrees. An average of approximately 15 dissertations per year have been added in recent times.
Below is a list of PhD dissertations written by students at the Harvard Department of Mathematics. All scholars can order copies of most Harvard dissertations from 1982 to the present by contacting UMI/ProQuest at 1-800-521-3042. Permission of the author is usually required to copy theses within the last five years.
2023 Qingci An (F. Lu)Identifiability and data-adaptive RKHS Tikhonov regularization in nonparametric learning problems Letian Chen (J. Bernstein)On Mean Curvature Flows coming out of Cones Ben Dees (C. Mese)On the Singular Sets of Harmonic Maps into F-Connected Complexes Lili He (H. Lindblad)The linear stability of weakly charged and slowly rotating Kerr Newman family of charged black holes ...
Modeling and simulation of uni- and multi-flagellar bacterial locomotion in a viscous fluid. PhD Theses 2022. Author. Title. James Petrie. Decentralized contact tracing protocols and a risk analysis approach to pandemic control. Yiming Meng. Bifurcation and Robust Control of Instabilities in the Presence of Uncertainties.
2024. Emily Dautenhahn. Thesis: Heat kernel estimates on glued spaces. Advisor: Laurent Saloff-Coste. First Position: Assistant Professor at Murray State University. Elena Hafner. Thesis: Combinatorics of Vexillary Grothendieck Polynomials. Advisor: Karola Meszaros. First Position: NSF Postdoctoral Fellow,, at University of Washington.
Mathematics, PhD. The department offers the doctor of philosophy degree with a major in mathematics and a master of arts degree in mathematics. The PhD degree requires proficiency in basic and advanced graduate mathematics and the completion of a dissertation containing a significant piece of original research in some area of mathematics.
2003. David Seida. Janos Turi. Estimation of Attitude Parameters from Variation in Image Overlap. 2002. Kathryn Flores. Viswanath Ramakrishna. Classical and Quantum Controls from Decomposition of Unitary Matrices. See a list of PhD Dissertations in Mathematics over the last 20 years at The University of Texas at Dallas.
The doctoral dissertation (or thesis) is completed under the direction of a thesis advisor, and must be approved by a faculty committee of (at least) four members, one of which is an ''outside member". ... Here is a guide to producing a Mathematics thesis in LATeX in accordance with the style guide. Writing mathematics well faces particular ...
For PhD Thesis, see here.This page is about Senior thesis. In order that senior thesis produced by Harvard math students are easier for other undergrads to benefit from, we would like to exhibit more senior theses online (while all theses are available through Harvard university archives, it would be more convenient to have them online).It is absolutely voluntary, but if you decide to give us ...
A list of Mathematics PhD thesis titles and abstracts from 1992 to 2024, some of which are available online. The topics include applied mathematics, numerical methods, data assimilation, fluid dynamics, polymer science, and more.
Theses/Dissertations from 2022 PDF. Application of the Riemann-Hilbert method to soliton solutions of a nonlocal reverse-spacetime Sasa-Satsuma equation and a higher-order reverse-time NLS-type equation, Ahmed Ahmed. PDF. New Developments in Statistical Optimal Designs for Physical and Computer Experiments, Damola M. Akinlana. PDF
Estimation and application of Bayesian Hawkes process models . Deutsch, Isabella (The University of Edinburgh, 2024-03-13) In this thesis, we examine various facets of Bayesian approaches to Hawkes Processes. Hawkes Processes are a flexible class of point processes that are used to model events that occur in clusters or bursts, as classic ...
Here is the complete list of all doctoral dissertations granted by the School of Math, which dates back to 1965. Included below are also all masters theses produced by our students since 2002. A combined listing of all dissertations and theses, going back to 1934, is available at Georgia Tech's library archive. For the post PhD employment of our graduates see our Alumni Page.
Browse the list of mathematics theses, projects, and dissertations from California State University, San Bernardino. Find topics such as knots, inverse Gaussian model, symmetric presentations, matroids, and more.
Browse the list of mathematics dissertations submitted by Princeton University students from 2011 to 2024. Find topics such as cusp forms, black hole thermodynamics, algebraic geometry, minimal hypersurfaces, and more.
Theses/Dissertations from 2021. PDF. Simulation of Pituitary Organogenesis in Two Dimensions, Chace E. Covington. PDF. Polynomials, Primes and the PTE Problem, Joseph C. Foster. PDF. Widely Digitally Stable Numbers and Irreducibility Criteria For Polynomials With Prime Values, Jacob Juillerat. PDF.
Dissertation Filing Requirements. The final requirement in the Math Department's PhD program is filing the dissertation. The dissertation committee has the responsibility for determining whether a submitted dissertation draft is acceptable for the PhD. It is the responsibility of the student to keep in touch with all members of the committee ...
Mathematics Education Theses and Dissertations
Doctoral Thesis, Zurich, ETH Zurich, 2021. The work presented in this thesis aims to extract signals from complex large-scale data. The contributions are at the intersection of developing novel statistical methodology, computationally efficient algorithms and corresponding open source software.
PhD candidates: You are welcome and encouraged to deposit your dissertation here, but be aware that 1. it is optional, not required (the ProQuest deposit is required); and 2. it will be available to everyone online; there is no embargo for dissertations in the UNL Digital Commons. Master's candidates: Deposit of your thesis or project is required.
Mathematics Doctoral Dissertations. A reverse-chronological list of doctoral dissertations awarded by the department. A link on a person's name goes either to their webpage or to recent news or information about them. The link from the dissertation title leads to the university library. Most dissertations since 2003 are available electronically ...
The MSE PhD program spans P-20 mathematics and science education in urban settings in and out of schools. The focus is on developing new knowledge that improves science and mathematics education and has an impact on the communities we serve. ... Dissertation research may be developed from the many possibilities related to your area of study and ...
Compulsory Courses. The Graduate School courses: The College requires all doctoral students to achieve a minimum of four Graduate School credits by LSR date.; The department requires that in the first two years of their PhD students participate in 100 hours of postgraduate courses/activities in their research topic and related areas to broaden their knowledge.
This exciting graduate student competition highlights research in a fast-paced and fun way that's enjoyable for everyone in attendance. One scholar. One slide. One panel of judges. And three minutes ot give it all they've got.