Michel X. Goemans

Leighton Family Professor of Applied Mathematics

MIT, Room 2-351
Department of Mathematics
Cambridge, MA 02139
USA
Phone: 617-253-2688
Fax: 617-253-4358
"lastname"@math.mit.edu

Member of Theory of Computation Group (TOC) at MIT Computer Science and Artificial Intelligence Laboratories (CSAIL)

Member of Operations Research Center (ORC).

Short bio

To prospective students/interns/postdocs

Selected publications

Teaching

Ph.D. students

Consulting

Course notes

GW matching algorithm

On sabbatical during the academic year 2007-2008, so I may be even less responsive to email.

Research interests:

In short, combinatorial optimization. The long answer includes areas of combinatorics, theoretical computer science, optimization, and telecommunication.

Teaching info:

Current Ph.D. students:

Former Ph.D. students and Postdocs:


Selected publications:

Most of my research has been supported in part by NSF, through contracts 0098018-CCR, 0121495-ITR, 9623859-CCR and 9302476-CCR, and currently through contract CCF-0515221, and also by the ONR under contract N00014-05-1-0148. Any opinions, findings, and conclusions or recommendations expressed in these papers are those of the author(s) and do not necessarily reflect the views of the National Science Foundation or the Office of Naval Research. This is not a complete list and some links are missing. Send me email if you'd like a paper that you cannot find.

By topic: Semidefinite Programming -- Scheduling -- Primal-Dual Approximation Algorithms


Course notes:

Here are scribe notes from Topics in Combinatorial Optimization (Spring 2004), as archived by OCW.

Most of my old course notes (on linear programming, approximation algorithms, network flows, etc.) from Advanced Algorithms (18.415J/6.854J) are available here at the OCW site. The notes are based on scribed notes by students. Additional notes, not given there, cover online algorithms, randomized algorithms, and Karp's partitioning scheme.


Matching:

Click here for an illustration of the Goemans-Williamson approximation algorithm for minimum-cost perfect matching