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The Mathematics PhD program equips students with a strong foundation across pure, applied, and industrial mathematics.
The Doctor of Philosophy in Mathematics aims to establish comprehensive expertise in applied and industrial mathematics, cultivating graduates who excel in their research domains. To accomplish this, the curriculum includes mandatory core courses alongside interdisciplinary elective options.
Students may focus their studies on diverse mathematical specialties such as Approximation Theory, Computational Harmonic Analysis, Big Data Analytics, Combinatorics, Algebraic Geometry, Optimization, Differential Geometry, Fluid Dynamics, Functional Analysis, Inverse Problems, Machine Learning, Mathematical Biology, Financial Mathematics, Nonlinear Dynamics, Numerical Methods, Orthogonal Polynomials, Partial Differential Equations, Stochastic Processes, and Medical Imaging. To accommodate these varied interests, the program provides adaptable core course structures and candidacy examination formats. This comprehensive approach enables students to engage in research across multiple mathematical disciplines.