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    Topogenous Structures on Categories 

    Iragi, Minani (University of the Western Cape, 2016)
    Although the interior operators correspond to a special class of neighbourhood operators, the closure operators are not nicely related to the latter. We introduce and study the notion of topogenous orders on a category ...
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    Quasi-uniform and syntopogenous structures on categories 

    Iragi, Minani (University of the Western Cape, 2019)
    In a category C with a proper (E; M)-factorization system for morphisms, we further investigate categorical topogenous structures and demonstrate their prominent role played in providing a uni ed approach to the theory ...
    Thumbnail

    Topogenous structures on categories 

    Iragi, Minani (University of the Western Cape, 2016)
    Although the interior operators correspond to a special class of neighbourhood operators, the closure operators are not nicely related to the latter. We introduce and study the notion of topogenous orders on a category ...

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    Iragi, Minani (3)
    SubjectCategorical closure operator (1)Categorical interior operator (1)Categorical neighbourhood operators (1)Categorical topogenous structure (1)Closure operators (1)Continuous functors (1)Interior operators (1)Neighbourhood operators (1)Proximity and uniform structures (1)Quasi-uniform structure (1)... View MoreDate Issued2016 (2)2019 (1)Has File(s)true (3)

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