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Wednesday, March 13, 2019 — 3:30 PM EDT
Title: Ideal clutters and k-wise intersecting families
Speaker: Ahmad Abdi Affiliation: Carnegie Mellon University Room: MC 5501Abstract:
A clutter is *ideal* if the corresponding set covering polyhedron has no fractional vertices, and it is *k-wise intersecting* if the members don’t have a common element but every k members do.