2019Journal of Emerging Technologies and Innovative ResearchRequires access

M -open Sets in Bitopological Spaces

S. Murugambigai, A. Vadivel, R .Dharani

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Abstract

The aim of this paper is to introduce and investigate the concept of τ_i τ_j-Mclosed sets which are introduced in a bitopological space in analogy with Mclosed sets in topological spaces. Also Mclosure and Minterior operators in bitopological spaces are introduced. In addition, several properties of these notions and connections to several other known ones are provided.

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What this paper is about

The aim of this paper is to introduce and investigate the concept of τ_i τ_j-Mclosed sets which are introduced in a bitopological space in analogy with Mclosed sets in topological spaces. Also Mclosure and Minterior operators in bitopological spaces are introduced. In addition, several properties of these notions and connections to several other known ones are provided.

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Available abstract

The aim of this paper is to introduce and investigate the concept of τ_i τ_j-Mclosed sets which are introduced in a bitopological space in analogy with Mclosed sets in topological spaces. Also Mclosure and Minterior operators in bitopological spaces are introduced. In addition, several properties of these notions and connections to several other known ones are provided.

Key concepts: Analogy, Pure mathematics, Topological space, Mathematics, Space (punctuation), Topology (electrical circuits), Computer science, Combinatorics

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