AN INFINITE FAMILY OF NEARLY NEIGHBORLY CENTRALLY SYMMETRICAL 3-SPHERES

[摘要] The upper bound problem for a class of objects (e.g., convex polytopes or simplicial spheres) asks: if the dimension and number of vertices of a member S of the class is fixed, what is the largest possible number of i-faces if S? The construction in the present note solves the upper bound problem for centrally symmetric simplicial 3-spheres. (C) 1995 Academic Press, Inc.

[发布日期] 1995-11-01