Facets of the clique partitioning polytope

Facets of the clique partitioning polytope

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Article ID: iaor1991602
Country: Netherlands
Volume: 47
Issue: 3
Start Page Number: 367
End Page Number: 387
Publication Date: Aug 1990
Journal: Mathematical Programming (Series A)
Authors: ,
Abstract:

A subset A of the edge set of a graph equ1 is called a clique partitioning of G if there is a partition of the node set V into disjoint sets equ2 such that each equ3 induces a clique, i.e., a complete (but not necessarily maximal) subgraph of G, and such that equ4. Given weights equ5 for all equ6, the clique partitioning problem is to find a clique partitioning A of G such that equ7 is as small as possible. This problem - known to be

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