- Algebra and Algebraic Geometry
- Analysis
- Applied Mathematics
- Combinatorics
- Computer Science
- Differential Equations
- Financial and Actuarial Mathematics
- Geometry & Topology
- Logic and Foundations
- Mathematical Biology
- Mathematical Physics
- Mathematics Education
- Number Theory
- Probability Theory
- Scientific Computing
- Research Training Grant
- Named Postdoctoral Fellows
Scientific Computing is a branch of Applied Mathematics that is concerned with developing numerical algorithms and performing computer simulations to investigate scientific problems. The problems may be expressed in terms of differential or integral equations or there may be a variational formulation. The algorithms are required to be accurate and efficient. Researchers utilize scientific computing to complement theoretical analysis and physical experiments.
