Research Areas
Faculty in the Department of Mathematics are deeply committed to excellence in teaching and research. Many specialize in both current and emerging areas of pure and applied mathematics.
The following research areas are represented in the Department:
- algebra (commutative algebra, linear algebra and matrix theory, universal algebra)
- analysis (complex analysis, functional analysis, harmonic analysis, operator theory, several complex variables)
- applied and computational mathematics
- discrete mathematics
- geometry (algebraic and differential)
- logic
- number theory
- topology