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On the Extreme Points of Two Polytopes associated with a Digraph and Applications to Cooperative Games

机译:关于有向图的两个多面体的极值点及其在合作博弈中的应用

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摘要

In this paper we describe the extreme points of two closely related polytopes that are assigned to a digraph. The first polytope is the set of all sharing vectors (elements from the unit simplex) such that each node gets at least as much as each of its successors. The second one is the set of all fuzzy vectors (elements of the unit cube) with participation rates of players subordinated to the relationships prescribed by the digraph. We also discuss some applications in cooperative game theory.
机译:在本文中,我们描述了分配给有向图的两个紧密相关的多义线的极点。第一个多面体是所有共享向量(来自单元单形的元素)的集合,以使每个节点至少获得与其每个后继节点同等的数量。第二个是所有模糊矢量的集合(单位立方体的元素),参与者的参与率服从于有向图规定的关系。我们还将讨论在合作博弈理论中的一些应用。

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