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Universal Algebra Learning SeminarExport this event to calendar

Wednesday, September 26, 2018 — 3:30 PM EDT

Ross Willard, Department of Pure Mathematics, University of Waterloo

"Stone duality revisited: hom functors"

Let B be a Boolean algebra and X a Stone space.  Today I’ll show how Hom(B,2) naturally has the structure of a Stone space and Hom(X,2) naturally has the structure of a Boolean space.  In particular, Hom(Hom(B,2),2) is isomorphic to B.

MC 5403

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