Extensions of the stone duality to the category of Boolean spaces and continuous maps

Research Article

Extensions of the stone duality to the category of Boolean spaces and continuous maps


Abstract

Using our results from [4], we present a new proof of the extension of the Stone duality theorem to the category BooleSp of zero-dimensional locally compact Hausdorff spaces (= Boolean spaces) and continuous maps that was provided by Dimov [3], and obtain two new duality theorems for the category BooleSp.

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