New Form Of Continuous Functions In Topological Spaces

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Basavaraj M. Ittanagi
Prakash R

Abstract

In this paper a new class of functions called semi maximal continuous, semi maximal irresolute, semi maximal semi continuous, super maximal semi continuous and super semi maximal continuous functions are introduced and investigated. A function ¦: X ® Y is said to semi maximal continuous if for every maximal open set M in Y, ¦-1 (M) is semi maximal open set in X. During this process, some of their properties are obtained.


2010 Mathematics Subject Classification: 54A05, 54C05, 54C08

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How to Cite
Basavaraj M. Ittanagi, & Prakash R. (2023). New Form Of Continuous Functions In Topological Spaces. Educational Administration: Theory and Practice, 29(1), 440–446. https://doi.org/10.53555/kuey.v29i1.7408
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Articles
Author Biographies

Basavaraj M. Ittanagi

Department of Mathematics, Siddaganga Institute of Technology, Autonomous Institution Affiliated to VTU, Tumakuru-572103, Karnakata State, India.

Prakash R

Department of Mathematics, RV College of Engineering, Autonomous Institution Affiliated to VTU, Mysore Road, Bengaluru–560 059, Karnakata State, India