$\alpha_{(\gamma, \gamma^{'})}$-semiregular, $\alpha_{(\gamma, \gamma^{'})}$-$\theta$-semiopen Sets and $(\alpha_{(\gamma, \gamma^{'})}, \alpha_{(\beta, \beta^{'})})$-$\theta$-semi Continuous Functions

$\alpha_{(\gamma, \gamma^{'})}$-semiregular, $\alpha_{(\gamma, \gamma^{'})}$-$\theta$-semiopen Sets and $(\alpha_{(\gamma, \gamma^{'})}, \alpha_{(\beta, \beta^{'})})$-$\theta$-semi Continuous Functions

The purpose of the present paper is to introduce and study two strong forms of $\alpha_{(\gamma, \gamma^{'})}$-semiopen sets called $\alpha_{(\gamma, \gamma^{'})}$-semiregular sets and $\alpha_{(\gamma, \gamma^{'})}$-$\theta$-semiopen sets. And also introduce a new class of functions...

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Bibliographic Details
Main Author: Hariwan Ibrahim
Format: Article
Language:English
Published: BİSKA Bilisim Company 2018-07-01
Series:New Trends in Mathematical Sciences
Subjects:
$\alpha_{(\gamma
\gamma^{'})}$-open sets
\gamma^{'})}$-semiregular sets
\gamma^{'})}$-$\theta$-semiopen sets
$(\alpha_{(\gamma
\gamma^{'})}
\alpha_{(\beta
\beta^{'})})$-$\theta$-semi continuous functions.
Online Access:https://ntmsci.com/ajaxtool/GetArticleByPublishedArticleId?PublishedArticleId=8449

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