Jun 17, 2016 · This article introduces a new family of facet-defining inequalities for the 2-club polytope that unifies all previously known facets through a ...
A k-club is a subset of vertices of a graph that induces a subgraph of diameter at most k, where k is a positive integer. By definition, 1-clubs are cliques ...
A k-club is a subset of vertices of a graph that induces a subgraph of diameter at most k, where k is a positive integer. By definition, 1-clubs are cliques ...
This article introduces a new family of facet-defining inequalities for the 2-club polytope that unifies all previously known facets through a less restrictive ...
This article introduces a new family of facet-defining inequalities for the 2-club polytope that unifies all previously known facets through a less restrictive ...
This article introduces a new family of facet-defining inequalities for the 2-club polytope that unifies all previously known facets through a less restrictive ...
This article introduces a new family of facet-defining inequalities for the 2-club polytope that unifies all previously known facets through a less restrictive ...
A new family of facet-defining inequalities for the 2-club polytope is introduced that unifies all previously known facets through a less restrictive ...
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This article introduces a new family of facet-defining inequalities for the 2-club polytope that unifies all previously known facets through a less restrictive ...
Detecting large risk-averse 2-clubs in graphs with random edge failures. 1 ... On the 2-club polytope of graphs. 1 Nov 2016Operations Research64(6):1466 ...