stdClass Object
(
[id] => 10031
[paper_index] => 202301-02-012318
[title] => (1, 2)-QUASI ETA-NORMAL SPACES IN BITOPOLOGY
[description] =>
[author] => Hamant Kumar
[googlescholar] => https://scholar.google.com/scholar?cluster=3101884026525043161&hl=en&as_sdt=0,5
[doi] =>
[year] => 2023
[month] => January
[volume] => 8
[issue] => 1
[file] => 216pm_27.EPRA JOURNALS 12318.pdf
[abstract] => In this paper, we introduce a new class of normal space called, (1, 2)*-quasi ï¨-normal space. The relationships among (1, 2)*-normal, (1, 2)*-quasi ï¨-normal, mildly (1, 2)*-normal, (1, 2)*-quasi ï¡-normal, (1, 2)*-mildly ï¡-normal, (1, 2)*-ï¡-normal and mildly (1, 2)*-ï¨-normal spaces are investigated. Moreover, we introduce some closed functions such as (1, 2)∗-ï°gï¨-closed and almost (1, 2)∗-ï°gï¨-closed. Utilizing (1, 2)∗-ï°gï¨-closed sets and some functions, we obtain some characterizations and preservation theorems for (1, 2)*-quasi ï¨-normal spaces.
[keywords] => (1, 2)*-ï¨-open, (1, 2)*-ï°gï¨-closed sets; (1, 2)∗-ï°gï¨-closed, almost (1, 2)∗-ï°gï¨-closed, (1, 2)∗-ï°gï¨-continuous, almost (1, 2)∗-ï°gï¨-continuous functions; (1, 2)*-ï¨-normal, (1, 2)*-quasi ï¨-normal spaces.
[doj] => 2023-02-01
[hit] => 1232
[status] => y
[award_status] => P
[orderr] => 27
[journal_id] => 2
[googlesearch_link] => https://www.google.com/search?q=(1%2C+2)-QUASI+ETA-NORMAL+SPACES+IN+BITOPOLOGY+Hamant+Kumar&rlz=1C1CHBD_enIN959IN959&sourceid=chrome&ie=UTF-8
[edit_on] =>
[is_status] => 1
[journalname] => EPRA International Journal of Research & Development (IJRD)
[short_code] => IJSR
[eissn] => 2455-7838 (Online)
[pissn] => - -
[home_page_wrapper] => images/products_image/2-n.png
)
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