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math.GN2012
A Duality Between Non-Archimedean Uniform Spaces and Subdirect Powers of Full Clones
Joseph Van Name
A uniform space is said to be non-Archimedean if it is generated by equivalence relations. If is a cardinal, then a non-Archimedean uniform space is -total…
math.GN2011
Duality Between Uniform Spaces and Boolean Algebras
Joseph Van Name
In this note we shall generalize the Stone duality between compact totally disconnected spaces and Boolean algebras to a duality between all complete non-Archimedean uniform spaces…