Topological dualities for distributive meet-semilattices, implicative semilattices and Hilbert algebras
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If you have a question about this talk, please contact Paul Levy.
I will first present Priestley style topological dualities for several categories of distributive meet-semilattices
and implicative semilattices develped by G. Bezhanishvili and myself. Using these dualities I will introduce a topological duality for Hilbert algebras,
the algebras that correspond to the implicative reduct of intuitionistic logic.
This talk is part of the Theoretical computer science seminar series.
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