Edward S. Thomas Jr., Ph.D., University of California at Riverside

Ordinary differential equations, stability theory for dynamical systems,
general topology.

**Professors**

Lindsay N. Childs, Ph.D., Cornell University

Algebras, extensions of
rings acted upon by finite groups or Hopf algebras, connections with algebraic
number theory.

Richard Z. Goldstein, Ph.D., Cornell University

Topological graph theory, combinatorial group theory.

Benton N. Jamison, Ph.D., University of California at Berkeley

Markov processes, time series.

Boris Korenblum, Sc.D., Moscow State University

Spaces of analytic functions

Timothy L. Lance, Ph.D., Princeton University

Geometric topology, group
actions on manifolds, cobordism theory, smoothing theory, homotopy theory of
classifying spaces, applications to number theory, non-linear similarity.

Charles Micchelli, Ph.D., Stanford University

Efficient representation of functions in computational mathematics.

Richard C. O'Neil, Ph.D., University of Chicago

Real analysis and
integration theory, inequalities, rearrangement invariant function spaces, and
interpolation of operators.

R. Michael Range, Ph.D., University of California at Los Angeles

Several
complex variables - integrated representations, the Cauchy-Riemann complex and
the @-Neumann problem, pseudoconvexity, algebras of holomorphic functions.

Howard H. Stratton, Ph.D., University of California at Riverside

Stochastic processes, mathematical modeling of biological systems with
particular application to pulmonary function, time series.

Edward C. Turner, Ph.D., University of California at Los Angeles

PL and
smooth topology, combinatorial group theory.

Donald R. Wilken, Ph.D., Tulane University

Extremal problems of fanilies of univalent functions, algebras of analytic functions.

Kehe Zhu, Ph.D., University at Buffalo

Functional analysis, complex analysis, operator theory

**Associate Professors**

Hara Charalambous, Ph.D., University of Illinois at Urbana-Champaign

Commutative algebra, Betti numbers of modules over regular local rings.

William F. Hammond, Ph.D., Johns Hopkins University

Number theory and
algebraic geometry, theta functions, Hilbert modular surfaces.

Lloyd L. Lininger, Ph.D., University of Iowa

Statistical theory, survival distributions, analysis of clinical trials.

Steven Plotnick, Ph.D., University of Michigan

Low-dimensional topology and geometry, knot theory, transformational groups,
combinatorial group theory.

Karin Reinhold-Larsson, Ph.D., Ohio State University

Ergodic theory, analysis and probability.

Carlos Rodriguez, Ph.D., State University of New York at Stony Brook

Non-parametric density extimation, information theory and Bayesian methods.

Malcolm J. Sherman, Ph.D., University of California at Berkeley

Mathematical statistics, biomedical applications, operator theory, public policy
and civil rights.

Anupam Srivastav, Ph.D., University of Illinois at Urbana-Champaign

Algebraic number theory, algebra, arithmetic geometry.

Mark Steinberger, Ph.D., University of Chicago

Algebraic and geometric
topology with an emphasis on group actions and manifolds.

Michael Stessin, Ph.D., Moscow State University

Analysis.

**Assistant Professors**

Boris Goldfarb, Ph.D., Cornell University

Algebraic Topology

Martin Hildebrand, Ph.D., Harvard University

Probability on finite groups, conbinatorics, hyberbolic 3-mainiforlds.

Cristian Lenart, Ph.D., University of Manchester, UK

Algebraic combinatorics, Schubert calculus; cluster analysis

Jennifer Taback, Ph.D., University of Chicago

Geometric and Combinatorial group theory, quasi-isometric rigidity.

Alexandre Tchernev, Ph.D., Purdue University

Commutative algebra, homological algebra, algebraic geometry