UC’s MS in Mathematics offers rigorous training in algebra, analysis, geometry, and applied mathematics, preparing students for research, finance, and tech roles.
Homological study of persistent topology in complex networks
Spectral analysis of Schrödinger operators with quasi-periodic potentials
Finite-difference schemes proving stability of nonlinear wave equations
Elliptic curve cryptography implementation benchmarking on IoT devices
Combinatorial proof of q-analog identities via bijective methods
Stochastic calculus model pricing weather derivatives under climate trends
Optimal transport approach to generative adversarial network training
Dynamics of coupled map lattices exhibiting chimera states
Algebraic statistics of contingency tables with network constraints
Numerical solution of Monge-Ampère equations for reflector design
Category-theoretic framework linking type theory and quantum protocols
Markov chain mixing time bounds for random walks on hypergraphs
Variational principle derivation of mean-field games in economics
Public lecture series on the Riemann Hypothesis and data security
Machine-assisted proof exploration using interactive theorem provers
Topological data analysis of climate model ensemble outputs
Workshop mentoring high-school girls in advanced problem-solving
White paper on ethics of automated proof verification systems
Interactive visualization tool for modular forms and L-functions
Conference on interdisciplinary applications of discrete geometry
Delve deep into mathematical frontiers with UC’s theory-rich MS.
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