Lorem Ipsum Technical interests:optimization, algorithms, convex geometry and polyhedral combinatorics, graph theory.

Applied interests: real-time optimization, network routing and design, scheduling, pricing optimization.


selected publications

some applications to other fields


F. Bruce Shepherd
University of British Columbia
Professor, Department of Computer Science
Sauder School Distinguished Scholar

ICICS/CS Building 201-2366 Main Mall
Vancouver, BC V6T 1Z4

Office: X-Wing 839

The Department of Mathematics and Statistics at McGill University invites applications for a tenure-track position in Continuous Optimization. The Department welcomes applications at the Assistant Professor level, but more senior applicants will also be considered. The Department is encouraging applicants with expertise in general convex, nonlinear or stochastic optimization who are ideally interested in applying these methods to other domains.

Candidates must have a doctoral degree at the date of appointment, and must have demonstrated excellence in mathematical research. They must also have the desire and potential to contribute to the educational programs of the Department at the graduate and undergraduate levels.

Applications should be made through MathJobs.Org (Position ID: McGill-CTSOPT) and must include a curriculum vitae, a list of publications, a research outline, a teaching statement which includes an account of teaching experience, and at least four references (with one addressing the teaching record). Candidates are also encouraged to provide web links for up to three selected reprints or preprints, or to upload them to MathJobs.Org.

Candidates must ensure that letters of reference are submitted, preferably through MathJobs.Org, although in exceptional circumstances they may be mailed to

Chair, Optimization Search Committee Department of Mathematics and Statistics McGill University 805, rue Sherbrooke ouest Montréal (Québec) Canada H3A 0B9

All applications received on or before 12 January 2016 will be considered; subsequent applications will be considered until the position is filled. For further details or clarifications, please email