Research
Research activities and interests in the department encompass many areas of mathematics; below is a listing of the heavily represented areas in the department. Clicking on a person's name leads to their home page, while clicking on the research group's name leads to the group's home page.
Algebra and Number Theory
- Chein, Orin: combinatorial group theory, loop theory, combinatorics.
- Datskovsky, Boris: algebraic number theory, analytic number theory, modular forms.
- Knopp, Marvin: modular functions and forms.
- Letzter, Edward: noncommutative algebra.
- Lipschutz, Seymour: combinatorial group theory, mathematical logic.
- Lorenz, Martin: noncommutative ring theory, representation theory, invariant theory, algebraic K-theory.
Analysis
- Berhanu, Shiferaw: complex analysis, partial differential equations.
- Ehrenpreis, Leon: differential equations, group representations, number theory.
- Gutierrez, Cristian: partial differential equations, harmonic analysis. Mendoza, Gerardo: global analysis, manifolds with singularities, partial differential equations, differential complexes.Pesenson, Isaac: harmonic analysis on manifolds and graphs.
Applied Mathematics
- Grabovsky, Yury: calculus of variations, continuum mechanics, homogenization, phase transitions.
- Seibold, Benjamin: computational partial differential equations, numerical analysis.
- Szyld, Daniel: numerical analysis and scientific computing, numerical linear algebra.
Geometry & Topology
- Futer, David: knot theory, hyperbolic geometry, low-dimensional topology.
- Rivin, Igor: geometry, dynamical systems, combinatorics, group theory, crystallography.
- Triantafillou, Georgia: geometric properties and algebraic models of manifolds.
History of Mathematics
- Zitarelli, David: history of mathematics.
Probability
- Galambos, Janos: probability, probabilistic number theory.
- Yang, Wei-Shih: probability, quantum computing, mathematical physics.