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- W2523316511 abstract "Cryptomorphic properties of soft topologies are studied in this paper. For an arbitrary set X, appropriate order relations (le ) on ({mathbb {SWCL}}(X,I)) (the set of all soft weak closure operators on X indexed by I), ({mathbb {SWIN}}(X,I)) (the set of all soft weak interior operators on X indexed by I), ({mathbb {SWOU}}(X,I)) (the set of all soft weak exterior operators on X indexed by I), and ({mathbb {SWB}}(X,I)) (the set of all soft weak boundary operators on X indexed by I) are defined respectively, which make (({mathbb {SWCL}}(X,I),le )), (({mathbb {SWIN}}(X,I),le )), (({mathbb {SWOU}}(X,I),le )) and (({mathbb {SWB}}(X,I),le )) complete lattices that are isomorphic to (({mathbb {ST}}(X,I),subseteq )), where ({mathbb {ST}}(X,I)) is the set of all soft topologies on X indexed by I." @default.
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- W2523316511 date "2016-09-22" @default.
- W2523316511 modified "2023-09-27" @default.
- W2523316511 title "Determinations of Soft Topologies" @default.
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- W2523316511 doi "https://doi.org/10.1007/978-3-319-46206-6_51" @default.
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