William Cook
Email: bico@uwaterloo.ca
Research Interests: Integer programming and combinatorial optimization
Link to Profile: William Cook
Email: bico@uwaterloo.ca
Research Interests: Integer programming and combinatorial optimization
Link to Profile: William Cook
Email: michelle.delcourt@uwaterloo.ca
Research Interests: Extremal combinatorics and structural graph theory
Link to Profile: Michelle Delcourt
Email: rfukasawa@uwaterloo.ca
Research Interests: Mixed Integer Programming (theory and computation), Operations Research, Polyhedral Combinatorics, Combinatorial Optimization
Link to Profile: Ricardo Fukasawa
Email: cgodsil@uwaterloo.ca
Research Interests: Cover, Homomorphisms and Colorings, EKR Theorems, Complex Lines, Graph Spectra
Link to Profile: Chris Godsil
Email: david.gosset@uwaterloo.ca
Research Interests: The theory of quantum computing, quantum algorithms and quantum complexity theory
Link to Profile: David Gosset
Email: jochen@uwaterloo.ca
Research Interests: Approximation Algorithms, Algorithmic Game Theory, Combinatorial Optimization
Link to Profile: Jochen Koenemann
Email: wmoursi@uwaterloo.ca
Research Interests: Continuous optimization, non-smooth optimization, convex analysis, monotone operator theory
Link to Profile: Walaa Moursi
Email: cswamy@uwaterloo.ca
Research Interests: Combinatorial optimization, approximation algorithms, algorithmic game theory, stochastic optimization, network design, scheduling, and online algorithms
Email: ltuncel@uwaterloo.ca
Research Interests: Mathematical optimization, mathematics of operations research and foundations of computational mathematics
Link to Profile: Levent Tunçel
Email: vavasis@uwaterloo.ca
Research Interests: Continuous optimization and numerical analysis
Link to Profile: Stephen Vavasis
Email: henry.wolkowicz@uwaterloo.ca
Research Interests: Optimization; Mathematical Programming (linear, nonlinear, semidefinite programming, semi-infinite); Low Rank Matrix Completions, Compressive Sensing; Quadratic Assignment, Graph Partitioning, Knapsack Problems; Numerical Analysis (numerical linear algebra); Convex Analysis; Matrix Theory (eigenvalue bounds, invariant cones); Generalized Inverses (operators and matrices)