e#-open and *e-open sets via -open sets | Zendy

Et. al. V. Amsaveni | Zendy

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e#-open and *e-open sets via -open sets

Author(s) -

Et. al. V. Amsaveni

Publication year - 2021

Publication title -

türk bilgisayar ve matematik eğitimi dergisi

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.218

H-Index - 3

ISSN - 1309-4653

DOI - 10.17762/turcomat.v12i2.1826

Subject(s) - open set , closure (psychology) , topological space , mathematics , space (punctuation) , open cluster , open and closed maps , pure mathematics , topology (electrical circuits) , discrete mathematics , computer science , combinatorics , political science , stars , law , computer vision , operating system

The notion of -open sets in a topological space was studied by Velicko. Usha Parmeshwari et.al. and Indira et.al. introduced the concepts of b# and *b open sets respectively. Following this Ekici et. al. studied the notions of e-open and e-closed sets by mixing the closure, interior, -interior and -closure operators. In this paper some new sets namely e#-open and *e-open sets are defined and their relationship with other similar concetps in topological spaces will be investigated.

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