Unshellable Triangulations of Spheres ... A direct proof is given of the existence of non-shellable triangulations of spheres which, in higher dimensions, yields ...
Unshellable Triangulations of Spheres w. B. R. LICKORISH. A direct proof is given of the existence of non-shellable triangulations of spheres which, in.
Unshellable triangulations of spheres. Author: W. B. R. LickorishAuthors Info ... Unshellable triangulations of spheres. Mathematics of computing.
Unshellable Triangulations of Spheres. Authors. W.B.R. Lickorish. Publication date: 1991. Publisher: Academic Press Limited. Published by Elsevier Ltd. Doi ...
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If a triangulation cannot be so built it is unshellable. The first example of an unshellable triangulation I came across is Rudin's Example. This is a ...
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Lickorish (1991) showed the there are non-shellable triangulations of a 3-sphere. ... Lickorish, Unshellable triangulations of spheres, Europ. J. Cominatorics 12 ...
Lickorish: Unshellable triangulations of spheres, Eur. J. Comb. 12 (1991), 527-530. F. H. Lutz: Small examples of non-constructible simplicial balls and ...
Lickorish, Unshellable triangulations of spheres, European J. Combin., 12 ... [32] M. E. Rudin, An unshellable triangulation of a tetrahedron, Bull.
An unshellable triangulation of a tetrahedron. Bull. Amer. Math. Soc., 64 (1958), pp. 90-91. Crossref View in Scopus Google Scholar. 15. E.H. Spanier. Algebraic ...
[11] W. B. R. Lickorish, Unshellable triangulations of spheres, Europ. J. Combinatorics, 12 (1991), 527-530.