Course Descriptions

These are more detailed descriptions of graduate courses.

Course contents can vary from year to year, especially for topical MATH 597 courses. If you are planning to take one of these courses, you may contact the instructor for more information.

  • MATH 501 - Real Analysis
  • MATH 502 - Complex Analysis
  • MATH 503 - Functional Analysis
  • MATH 504 Analysis in Euclidean Space (Fourier Analysis)
  • MATH 511 Ordinary Differential Equations
  • MATH 513 - Partial Differential Equations I
  • MATH 514 - Partial Differential Equations II
  • MATH 516 Stochastic Differential Equations
  • MATH 521 - Complex Analysis: Theory & Applications I
  • MATH 523 Numerical Analysis
  • MATH 524 Numerical Linear Algebra
  • MATH 527 Metric and Topological Spaces
  • MATH 528 Differentiable Manifolds
  • MATH 535 Linear Algebra
  • MATH 536 Abstract Algebra
  • MATH 537 Algebra 3
  • MATH 544 Applied Algebra
  • MATH/CSE 552 - Numerical Solution of Partial Differential Equations
  • MATH 558 - Foundations of Mathematics I
  • MATH 567 Basic Number Theory
  • MATH 568 Number Theory II
  • MATH 571 Analytic Number Theory
  • MATH 582 C* Algebras
  • MATH 597 Elliptic PDE and Reaction-Diffusion Equations
  • MATH 597 Multilevel and Adaptive Methods
  • MATH 597 Compact Groups and Symplectic Manifolds
  • MATH 597B - Computability and Randomness
  • MATH 597 Topics in Number Theory
  • MATH 597E - Graduate Seminar