Nov 4, 2008 · We prove firstly that their Chvátal-rank is at most a, which provides an alternative proof for the validity of clique family in- equalities, ...

We prove firstly that their Chvátal-rank is at most a, which provides an alternative proof for the validity of clique family inequalities, involving only ...

We prove firstly that their Chvátal-rank is at most a , which provides an alternative proof for the validity of clique family inequalities, involving only ...

We prove firstly that their Chvátal-rank is at most a, which provides an alternative proof for the validity of clique family inequalities, involving only ...

Clique family inequalities , form an intriguing class of valid inequalities for the stable set polytopes of all graphs. We prove firstly that their ...

RO : RAIRO - Operations Research, an international journal on operations research, exploring high level pure and applied aspects.

Nov 21, 2006 · We prove firstly that their Chvátal-rank is at most a, which provides an alternative proof for the validity of clique family inequalities, ...

Clique family inequalities a∑ v∈W x v + (a - 1)∈ v∈W , x v ≤ aδ form an intriguing class of valid inequalities for the stable set polytopes of all ...

Wagler (2007) A note on the Chvátal rank of clique family inequalities. RAIRO Oper. Res., 41, 289–294. [28] S. Rebennack, M. Oswald, D.O. Theis, H.

We study minor related row family inequalities for the set covering polyhedron of circular matrices. We address the issue of generating these inequalities ...