Rigid Gorenstein toric Fano varieties arising from directed graphs
A directed edge polytope \(\mathcal{A}_G\) is a lattice polytope arising from root system \(A_n\) and a finite directed graph \(G\). If every directed edge of \(G\) belongs to a directed cycle in \(G\), then \(\mathcal{A}_G\) is terminal and reflexive, that is, one can associate this polytope to a G...
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Veröffentlicht in: | arXiv.org 2021-10 |
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