Primal Integer Programming
Robert Weismantel
Visiting Faculty
MIT Sloan School of Management
This talk deals with the design of augmentation
algorithms for linear integer programs. We will mainly focus on algorithmic
approaches. In particular, a new integer programming algorithm based on the
theory of irreducible lattice points will be presented. Computational results
in the general case will demonstrate that this approach is promising. We also discuss some specific
combinatorial applications and mention recent progress in the design of
combinatorial augmentation algorithms.