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- W2258514092 abstract "New techniques are introduced to obtain a completely symmetric analogue of the Salbany regular closure construction in a categorical setting. Galois connections and sink factorization structures are used as primary tools for the investigation. Factorizations of key Galois connections that represent such closure constructions are obtained as are detailed formulas for the construction of either canonical idempotent or weakly hereditary closure operators from arbitrary classes of objects and special classes of morphisms." @default.
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- W2258514092 date "1994-01-01" @default.
- W2258514092 modified "2023-09-28" @default.
- W2258514092 title "An approach to a dual of regular closure operators" @default.
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