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- W140701490 abstract "The Zariski closure operator is naturally defined in any category of “affine spaces” modelled over an algebra A. (See [1] and [2].) In this talk we look at the algebras on A = {0, 1} having arbitrary joins and αmeets (α a regular cardinal) and the topological spaces Alex(α) that they model. Using the Zariski closure we investigate separated objects, completion constructions and compactness properties in Alex(α). In this way a simple generalization gives rise to a wealth of interesting examples." @default.
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- W140701490 date "2001-01-01" @default.
- W140701490 modified "2023-09-27" @default.
- W140701490 title "On the Zariski Closure" @default.
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