A study of local base and adherent point by Double sets in \(D\)-Topology

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Raja Rajeswari
K. Suguna Devi
N. Durga Devi

Abstract

In this paper, we  introduce the  study of \(D\)-local base for the \(D\)-filter neighbourhood of any \(D\)-point  of a double set. The conditions for convergence  of the local base for the \(D\)-filter space is derived. The \(D\)-adherent points for the \(D\)-filter space is defined and also a study of convergence via \(D\)-adherent points is carried out.

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How to Cite
Rajeswari, R. ., Devi, K. S. ., & Devi, N. D. . (2022). A study of local base and adherent point by Double sets in \(D\)-Topology. Journal of Advanced Studies in Topology, 8(1), 24–30. Retrieved from http://www.m-sciences.com/index.php/jast/article/view/221
Section
Research Articles

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