ISSN 1119-4618
 
2022, Vol: 22, Issue: 4
22/4Current Issue Online FirstArchiveAims and ScopeAbstracting & IndexingMost Accessed ArticlesMost Downloaded ArticlesMost Cited Articles

Original Article 
JPAS. 2022; 22(2): 380-385


Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets

Abdul Iguda.

Abstract
In this paper we study countable $beta$-compactness and present another new class of compactness in ideal topological space viz; countable $betarho I$-compact spaces by utilizing the notion of $beta$-open sets. We also investigate some other properties of countable $betarho I$-compactness using different types of functions.

Key words: Ideal, countably $\beta$-compact, countably $\rho I $-compact, countably $\beta \rho I$-compact.


 
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Pubmed Style

Iguda A, . Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets. JPAS. 2022; 22(2): 380-385.

Web Style

Iguda A, . Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets. https://www.atbuscienceforum.com/?mno=106250 [Access: May 27, 2023].

AMA (American Medical Association) Style

Iguda A, . Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets. JPAS. 2022; 22(2): 380-385.


Vancouver/ICMJE Style

Iguda A, . Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets. JPAS. (2022), [cited May 27, 2023]; 22(2): 380-385.


Harvard Style

Iguda, A. & (2022) Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets. JPAS, 22 (2), 380-385.


Turabian Style

Iguda, Abdul, and . 2022. Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets. Science Forum (Journal of Pure and Applied Sciences), 22 (2), 380-385.


Chicago Style

Iguda, Abdul, and . "Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets." Science Forum (Journal of Pure and Applied Sciences) 22 (2022), 380-385.


MLA (The Modern Language Association) Style

Iguda, Abdul, and . "Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets." Science Forum (Journal of Pure and Applied Sciences) 22.2 (2022), 380-385. Print.


APA (American Psychological Association) Style

Iguda, A. & (2022) Countable Compactness With Respect to Ideal Via $\beta-$ Open Sets. Science Forum (Journal of Pure and Applied Sciences), 22 (2), 380-385.


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