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About polytopes of valuations on finite distributive lattices
Authors:Hans Dobbertin
Affiliation:(1) Institut für Mathematik, TU Clausthal, Erzstr. 1, D-3392 Clausthal-Zellerfeld, West Germany
Abstract:Let L be a finite distributive lattice and V(L) the real vector space of all valuations on L. We verify the conjecture of Geissinger that the extreme points of the convex polytope M(L)={v isin L : 0 le v le 1} are precisely the 0–1 valuations.
Keywords:06A10  06D99  52A25
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