CO 652
Integer Programming
Winter 2009
Topics
- Cones, convexity and Farkas’ lemma
- Polyhedral theory
- Integral polyhedra and total unimodularity
- Integer-programming formulations
- Valid inequalities and cutting planes
- Lift-and-project methods
- Branch and bound
- Separation and optimization
Readings
- Integer and Combinatorial OptimizationWiley, 1988
- Theory of Integer and Linear ProgrammingWiley, 1998 as cited on the course page
- Combinatorial OptimizationWiley, 1998
Sources
- Course catalogue ↗2026–2027
- course_website ↗Winter 2009
- Historical Winter 2009 course; no prescribed textbook.