arXiv:1912.00282 [math.CO]AbstractReferencesReviewsResources
Counterexamples to Siegel's Conjecture
Kean P. Fallon, Madisyn Janusiak, Edward D. Kim, Avery McLain
Published 2019-11-30Version 1
We prove that the intersection of a Hirsch polytope and a cube may be a non-Hirsch polytope.
Comments: 28 pages
Related articles: Most relevant | Search more
New Counterexamples for Sums-Differences
Counterexamples of the conjecture on roots of Ehrhart polynomials
Highly arc-transitive digraphs -- counterexamples and structure