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You are here: Homepage » Seminars - Academic year 2022-23 » Combinatorics Seminar » Franco Saliola (Cornell)

seminars:comb:abstract.200503sal

This talk will consist roughly of three parts. In the first part I will define the the face algebra of a hyperplane arrangement and mention some motivation for its study. In the second part I will define a new (co)homology construction on posets and specialize the construction to geometric lattices of hyperplane arrangements. In the third part I will present the definition of the quiver of a basic algebra (the face algebra is a basic algebra) and describe the quiver of the face algebra. Finally, we will see how the three parts of the talk are connected. It should be fun.

seminars/comb/abstract.200503sal.txt · Last modified: 2020/01/29 14:03 (external edit)

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