UW Combinatorics Talk
Title: Face numbers of centrally symmetric polytopes
Isabella Novik
University of Washington
February 8, 4:00pm
Padelford C-401
refreshments at 3:30pm
Pre-Seminar at 2:30pm in Padelford C-401
ABSTRACT
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Abstract: How neighborly can a centrally symmetric d-dimensional polytope with n vertices be? What is the largest number of i-dimensional faces that such a polytope can have? Which of these polytopes have the largest number of faces? In this talk I'll report on some recent progress (joint with Alexander Barvinok, Seung Jin Lee, and Nati Linial) on these questions.
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Speaker's Contact Info:
http://www.math.washington.edu/~novik/
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