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(1, 2)-QUASI ETA-NORMAL SPACES IN BITOPOLOGY

📘 Volume 8 📄 Issue 1 📅 january 2023

👤 Authors

Hamant Kumar 1
1. Department of Mathematics, Mathematics, Veerangana Avantibai Govt Degree College, Atrauli-Aligarh, U. P. (India)

📄 Abstract

In this paper, we introduce a new class of normal space called, (1, 2)*-quasi -normal space. The relationships among (1, 2)*-normal, (1, 2)*-quasi -normal, mildly (1, 2)*-normal, (1, 2)*-quasi -normal, (1, 2)*-mildly -normal, (1, 2)*--normal and mildly (1, 2)*--normal spaces are investigated. Moreover, we introduce some closed functions such as (1, 2)â??-g-closed and almost (1, 2)â??-g-closed. Utilizing (1, 2)â??-g-closed sets and some functions, we obtain some characterizations and preservation theorems for (1, 2)*-quasi -normal spaces.

🏷️ Keywords

(1 2)*--open (1 2)*-g-closed sets; (1 2)â??-g-closed almost (1 2)â??-g-closed (1 2)â??-g-continuous almost (1 2)â??-g-continuous functions; (1 2)*--normal (1 2)*-quasi -normal spaces.

📚 How to Cite:

Hamant Kumar , (1, 2)-QUASI ETA-NORMAL SPACES IN BITOPOLOGY , Volume 8 , Issue 1, january 2023, EPRA International Journal of Research & Development (IJRD) ,

🔗 PDF URL

https://cdn.epratrustpublishing.com/article/216pm_27.EPRA JOURNALS 12318.pdf

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