Faculty Research
Many faculty have areas of interest in several specializations, but they are roughly categorized as follows.
Applied and Computational Mathematics
This group includes people with subspecialties in applied and computational mathematics, ordinary and partial differential equations, and dynamical systems.
Researchers:
- Kathleen T. Alligood
- Daniel M. Anderson
- Maria Emelianenko
- Harbir Lamba
- Jeng-Eng Lin
- Domenico Napoletani
- Robert L. Sachs
- Evelyn Sander
- Stephen H. Saperstone
- Timothy D. Sauer
- Padmanabhan Seshaiyer
- Thomas Wanner
Algebraic Structures, Combinatorics, and Optimization
This group includes faculty members with subspecialities in commutative and non-commutative ring theory, combinatorics and graph theory, and linear, convex optimization, and mathematical economics.
Researchers:
- Geir Agnarsson
- Klaus G. Fischer
- Michael R. Gabel
- Igor Griva
- James F. Lawrence
- Walter Morris
- Roman Polyak
- Jay A. Shapiro
Geometry and Topology
The geometry and topology group has subspecialities in set-theoretic topology, metric spaces, dimension theory, box topology, algebraic and topological properties of continuous functions, curvature operators, convex and discrete geometry, symplectic geometry and group actions.
Researchers:
- Klaus G. Fischer
- Rebecca F. Goldin
- John S. Kulesza
- James F. Lawrence
- L. Brian Lawrence
- Ronald Levy
- Valeriu Soltan
- Thomas Wanner
- Stanley M. Zoltek
Potential Theory and Analysis
Subspecialities include potential theory in euclidean and discrete spaces, complex analysis, functional analysis, euclidean harmonic analysis including sampling theory, Radon transforms, wavelet theory, and applications.
Researchers:
- Flavia Colonna
- William T. Kiley
- Teck-Chong Lim
- David H. Singman
- David F. Walnut
- Thomas Wanner
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