EURO 2024 Copenhagen
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2072. M-Decomposable Sets in Integer Programming

Invited abstract in session TC-4: Recent Advances in MINLP, stream MINLP.

Tuesday, 12:30-14:00
Room: 1001 (building: 202)

Authors (first author is the speaker)

1. Diego Moran
Industrial and systems engineering, Rensselaer Polytechnic Institute

Abstract

An M-decomposable set is a closed convex set which is the sum of a compact convex set and a closed convex cone. We present properties of these sets in the context of integer programming. In particular, we present properties of their integer hull, some cutting plane closures and subadditive duality.

Keywords

Status: accepted


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