Around the lower bound theorem for polytope
Geometric and topological combinatorics: Modern techniques and methods October 09, 2017 - October 13, 2017
Location: MSRI: Simons Auditorium
polytope
f-vector
simplicial manifold
52B12 - Special polytopes (linear programming, centrally symmetric, etc.)
52B05 - Combinatorial properties (number of faces, shortest paths, etc.) [See also 05Cxx]
9-Nevo
Starting from Barnette's classical lower bound theorem for simplicial polytopes (LBT), and its proof via framework rigidity by Kalai, I'll then discuss corresponding theorems and conjectures, as well as proof techniques, for sub-classes and super-classes of interest. For example, we'll consider centrally-symmetric simplicial polytopes, flag polytopes, cubical polytopes, polytopes with one non-simplex facet, general polytopes, and analogues for polyhedral spheres and manifolds.
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