|
Nina Balcan |
machine learning, computational aspects in economics and
game theory, algorithms
 |
|
Guy Blelloch |
Parallel algorithms and languages.
|
|
Manuel Blum (Emeritus) |
Complexity Theory, cryptography, program checking. |
|
Thomas A. Bohman |
Extremal Combinatorics.
|
|
Boris Bukh |
Combinatorial geometry, combinatorial number theory.
|
| Gérard
Cornuéjols (Emeritus) |
Combinatorial optimization, graph theory, integer
programming.
|
|
Florian Frick |
Geometric and topological methods.
|
|
Alan Frieze |
Average case analysis of algorithms, combinatorics.
|
|
Mor Harchol-Balter |
Queueing theory, stochastic modeling, probability
theory, heavy-tailed workloads, Web servers, networking.
|
| John
Hooker (Emeritus) |
Operations research techniques in logic, artificial
intelligence.
|
|
Fatma Kılınç-Karzan |
Convex optimization, large-scale
algorithms, decision making under uncertainty.
|
|
Po-Shen Loh |
Probabilistic and Extremal Combinatorics, and
applications to Theoretical Computer Science.
|
|
Gary Miller (Emeritus) |
Algorithm design, parallel algorithms, scientific
computing.
|
|
Benjamin Moseley |
Design, analysis and evaluation of algorithms.
|
|
Ryan O'Donnell |
Complexity theory, analysis of boolean functions,
approximation hardness.
|
|
Javier Peña |
Theory and algorithms for convex optimization, numerical
analysis.
|
|
Wesley Pegden |
Combinatorics, Abelian Sandpile problem
|
|
R. Ravi |
Approximation algorithms, combinatorial optimization,
computational biology.
|
|
Steven Rudich |
Complexity theory, cryptography, combinatorics.
|
|
Tuomas Sandholm |
Market design, game theory, optimization (integer
programming, search, stochastic optimization
|
|
Daniel Sleator |
Data structures, algorithms, parsing.
|
|
Prasad Tetali |
Markov chains, Isoperimetry and Functional Analysis, Combinatorics, Computational Number Theory, and Algorithms.
|
| Konstantin Tikhomirov |
Discrete Probability, Combinatorics, Convex Geometry, and Applications to Data Analysis.
|
|
Michael Trick |
Computational integer and combinatorial optimization,
applications in sports and the social sciences.
|
|
Willem-Jan Van Hoeve |
Combinatorial optimization; constraint programming;
mathematical programming; integration of constraint
programming and mathematical programming.
|
|
Michael Young |
Discrete Mathematics, primarily Graph Theory and Combinatorics.
|
More About the Program
General questions or suggestions, please contact:
Alan Frieze
Mathematical Sciences
Operations Research