volume 27, issue 4, P551-565 2002
DOI: 10.1007/s00454-001-0087-y
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Abstract: An infinite family of normal (0, 1)-polytopes, none of whose unimodular triangulations is regular, is constructed. For the construction, we discuss triangulations of convex polytopes and flips of triangulations by studying markings on the set of circuits of toric ideals.

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