Types of Invertible Fuzzy Topological Spaces

Anjaly Jose () and Sunil C. Mathew
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Anjaly Jose: St. Joseph’s College Devagiri, Department of Mathematics
Sunil C. Mathew: Deva Matha College Kuravilangad, Department of Mathematics

Chapter Chapter 4 in Invertible Fuzzy Topological Spaces, 2022, pp 35-41 from Springer

Abstract: Abstract The chapter closely examines the structure of the inverting pairs and indicates the possible ones. It dissects invertible fuzzy topological space in an interesting manner based on inverting maps and their characterizing properties are derived. The conditions under which a homogeneous fuzzy topological space becomes type 1 invertible are also discussed. The characterization of a completely invertible finite c-fuzzy topological spaces divides completely invertible finite fuzzy topological spaces into two classes.

Date: 2022
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DOI: 10.1007/978-981-19-3689-0_4

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