Graduate: Research
Theses
A selection of our graduate student publications.
PhD Theses
- Rick Farr, Results about Fractional Derivatives of Zeta Functions, 2017, directed by Sebastian Pauli
- Jonathan Milstead, Computing Galois groups of Eisenstein polynomials, 2017, directed by Sebastian Pauli
- Brian Sinclair, Algorithms for Enumerating Invariants and Extensions of Local Fields, 2015, directed by Sebastian Pauli
Master’s Theses
- Sandi Rudzinski, Symbolic Computation of Resolvents, 2017, directed by Sebastian Pauli
- Rick Shepherd, Binary Quadratic Forms and Genus Theory, 2013, directed by Brett Tangedal
- Paula Hamby, Enumeration of Quadratic Forms over Totally Real Fields, 2012, directed by Dan Yasaki
Master’s Projects
- Nathan Fontes, Explicit Computation of Higher Weight Modular Forms, 2018, directed by Dan Yasaki
- Debbie White, The Congruent Number Problem, 2018, directed by Dan Yasaki
- S.M.N.S. Seneviratne, Generalized-Monotone Finite Difference Methods with Third-Order Local Truncation Error for Stationary Hamilton-Jacobi Equations, 2018, directed by Dr. Thomas Lewis
- I.D.I.G. Gunawardana, A Numerical Method and Solver for the Elliptic Monge-Ampère Equation in Two Dimensions, 2018, directed by Dr. Thomas Lewis
