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Preprint Aug 2026

Approximate counting of vertices of 0/1 polytopes: a stronger hardness result

We show that approximately counting the vertices of a bounded 0/1 polytope, presented as a system of rational linear inequalities, is, informally speaking, NP-hard. In particular, there is no FPRAS for this problem unless RP=NP. The proof is by a reduction from approximately counting homomorphisms from a given graph to...

Heng Guo, M. Jerrum · 0 citations

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