Small cones of m-hemimetrics

Mathematics – Combinatorics

Scientific paper

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19 pages. To appear in Discrete Mathematics

Scientific paper

We introduce polyhedral cones associated with $m$-hemimetrics on $n$ points,
and, in particular, with $m$-hemimetrics coming from partitions of an $n$-set
into $m+1$ blocks. We compute generators and facets of the cones for small
values of $m,n$ and study their skeleton graphs.

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