Home Page Contact Us Inst

Relevant Projects

Photo of Shmuel Onn
Sparse Integer Programming

Integer Programming is a fundamental framework for discrete optimization with generic modeling power and numerous applications. We are developing an algebraic theory that enables to solve large integer programming problems with large numbers of variables over sparse systems.
In particular, we have recently shown that integer programming is fixed-parameter tractable when parameterized by the numeric measure and the sparsity measure of the system at hand.