Research
The Mathematical Sciences Department does not have formal research groups and many members have interests that overlap several areas. Here we list only the primary areas and those individuals most interested in each area.
Algebra/Discrete Mathematics
- Algebra: Malone, Martin, Servatius
- Coding Theory: Martin
- Combinatorics: Christopher, Martin, Servatius
Applied Analysis/Differential Equations
- Calculus of Variations: Larsen, Luo, Lurie, Mosco, Vernescu, Sarkis
- Dynamics/Systems: Farr
- Free and Moving Boundary Problems: Fehribach, Larsen, Tang, Vernescu, Volkov
- Optimal Control Theory: Heinricher, Vermes
- Ordinary Differential Equations: Davis, Farr, Lui
- Partial Differential Equations: Fehribach, Humi, Larsen, Lui, Luo, Vernescu
Financial Mathematics
Numerical Analysis/Computational Modeling
- Numerical Analysis: Sarkis, Walker, Weekes
- Computational Modeling: Fehribach, Humi, Sarkis, Tang, Weekes, Yakovlev
Probability & Statistics
- Probability: Heinricher, Sayit
- Statistics: Nandram, Petruccelli, Wilbur
- Bayesian Statistics: Nandram
- Time Series: Petruccelli
- Biostatistics: Kim
Last modified: January 21, 2008 08:32:24