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20052019
most citedNon-Realizable Minimal Vertex Triangulations of Surfaces: Showing Non-Realizability using Oriented Matroids and Satisfiability Solvers

4 citations · 4 across the 2 of their papers we have counts for

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math.MG2008★ 4 cited

Non-Realizable Minimal Vertex Triangulations of Surfaces: Showing Non-Realizability using Oriented Matroids and Satisfiability Solvers

Lars Schewe

We show that no minimal vertex triangulation of a closed, connected, orientable 2-manifold of genus 6 admits a polyhedral embedding in R^3. We also provide examples of minimal vert…

math.MG2005

There are no realizable 15_4- and 16_4-configurations

Juergen Bokowski, Lars Schewe

There exist a finite number of natural numbers n for which we do not know whether a realizable n_4-configuration does exist. We settle the two smallest unknown cases n=15 and n=16.…