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Products of Invertible L-Topological Spaces

Anjaly Jose

2021 · DOI: 10.20967/jcscm.2021.02.001
Journal of Computer Science & Computational Mathematics · 0 Citations

TLDR

It is established that the invertedibility of a coordinate space is sufficient for the invertibility of the product space, but it is not necessary to have completely invertible L -topological spaces.

Abstract

: In this paper we study the invertibility of product spaces and establish that the invertibility of a coordinate space is sufficient for the invertibility of the product space, but it is not necessary. Also we study the invertibility of product spaces of completely invertible L -topological spaces.