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M-Fuzzifying Approximation Spaces, M-Fuzzifying Pretopological Spaces and M-Fuzzifying Closure Spaces

机译:M-Fuzzizing近似空间,M-Fuzzizing Protopologgical Spaces和M-Fuzzizing闭合空间

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摘要

In category theory, Galois connection plays a significant role in developing the connections among different structures. The objective of this work is to investigate the essential connections among several categories with a weaker structure than that of M-fuzzifying topology, viz. category of M-fuzzifying approximation spaces based on reflexive M-fuzzy relations, category of M-fuzzifying pretopological spaces and the category of M-fuzzifying interior (closure) spaces. The interrelations among these structures are shown via the functorial diagram.
机译:在类别理论中,Galois Connection在开发不同结构之间的连接方面发挥着重要作用。这项工作的目的是调查几个类别的基本联系,结构较弱,结构弱于M-Fuzzify拓扑,viz。基于反射M模糊关系的M-Fuzzify近似空间类别,M-Fuzzizing Protoggical空间类别和M-Fuzzify内部(闭合)空间的类别。这些结构之间的相互关系通过函数图示出。

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