The Faculty and their Research
- For more information about an individual, click on the name.
- Badzioch, Bernard
- Ph.D., Notre Dame Algebraic structures on spaces in homotopy theory, categorical algebra, model categories
- Biondini, Gino
- Ph.D., Univ. of Perugia Applied mathematics, nonlinear waves, applied probability, statistics, applications to optics
- Bloom, Clifford
- Ph.D., NYU. Partial differential equations, scattering theory and energy decay, applied mathematics.
- Cavior, Stephen
- Ph.D., Duke. Discrete mathematics.
- Chou, Ching
- Ph.D., Rochester. Functional analysis, invariant means.
- Coburn, Lewis
- Ph.D., Michigan. Analysis, Functional analysis.
- Cowen, Michael
- Ph.D., MIT. Complex differential geometry.
- Cusick, Thomas
- Ph.D., Cambridge Cryptography, number theory, Diophantine approximation.
- Dimock, Jonathan
- Ph.D., Harvard Mathematical physics, quantum field theory.
- Faran, James
- Ph.D., Berkeley. Differential geometry, complex variables.
- Greenblatt, Michael
- Ph.D., Princeton University Resolution of singularities in analysis, Carnot-Caratheodory geometry
- Guttman, Irwin
- University of Toronto Statistical inference, design problems, variable selection problems, Bayesian diagnostics.
- Hassard, Brian
- Ph.D., Cornell. Applied mathematics, bifurcation theory.
- Hemmer, David
- Ph.D., University of Chicago Modular representation theory of symmetric and general linear groups.
- Khenner, Mikhail
- Ph.D., Universite de la Mediterranee Aix-Marseille II Selective area epitaxial crystal growth (numerical modeling), mechanics of deformable solids, fluid mechanics, applied mathematics.
- Kraus, Jon
- Ph.D., Berkeley. Functional analysis, operator algebras.
- Li, Hanfeng
- Ph.D., Berkeley. Functional analysis, operator algebras, noncommutative geometry, quantization, noncommutative dynamics, and number theory.
- Li, Xiaoqing
- Automorphic forms and L-functions
- Manning, Jason
- Ph.D., University of California, Santa Barbara Topology and Geometric Group Theory
- Masters, Joseph
- Ph.D., U. Texas (Austin) Hyperbolic 3-manifolds, low dimensional topology.
- Menasco, William
- Ph.D., Berkeley. Geometric topology, 3-manifolds, knot theory, hyperbolic geometry.
- Olsen, Catherine
- Ph.D., Tulane. Operator algebras, operator theory, functional analysis, K-theory.
- Peleg, Avner
- Ph.D., Hebrew University of Jerusalem. Applied Mathematics, dynamical systems, mathematical physics, applied probability.
- Piech, Ann
- Ph.D., Cornell. Analysis, functional analysis.
- Pitman, Bruce
- Ph.D., Duke. Applied mathematics, scientific computing.
- Ramachandran, Mohan
- Ph.D., Illinois (Chicago). Differential and complex geometry.
- Reineck, James
- Ph.D., Wisconsin (Madison). Dynamical systems.
- Ringland, John
- Ph.D., U. Texas (Austin). Applied mathematics, bifurcation theory, computational mathematics.
- Sageev, Gershon
- Ph.D., Hebrew U. (Jerusalem). Set theory-infinite combinatorics, models, forcing, applications.
- Schack, Samuel D.
- Ph.D, U. Pennsylvania. Algebra, homology, deformation theory, quantum groups.
- Schanuel, Stephen
- Ph.D., Columbia. Algebra, number theory, geometric measure theory, categories.
- Sikora, Adam
- Ph.D., U. Maryland (College Park) Quantum topology, group actions on manifolds, character varieties, 3-manifolds.
- Spencer, Brian
- Ph.D., Northwestern. Applied mathematics, materials modeling, free boundary problems, instabilities and microstructure formation.
- Vesley, Richard
- Ph.D. Wisconsin (Madison). Mathematical logic, constructive mathematics.
- Wan, Yieh-Hei
- Ph.D., Berkeley, Applied mathematics, global analysis.
- Williams, Scott W.
- Ph.D., Lehigh. Set-theoretic topology, topological dynamics.
- Xia, Jingbo
- Ph.D., SUNY at Stony Brook. Analysis.
- Yuan, Shuen
- Ph.D., Northwestern. Algebra.
- Zhang, Xingru
- Ph.D., U. British Columbia. 3-dimensional manifold topology, knot theory.
- Zhu, Hui June
- Ph.D., Berkeley. Algebraic number theory, Arithmetic Geometry, Algebraic Geometry
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