id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-4655	Farhat, Yasser ; Krishnan, Muthumari; Subramanian, Vadakasi; M. R. Ahmadi Zand	Submaximality on Bigeneralized Topological Spaces	2023	18	.pdf	application/pdf	9214	727	83	In section 4, we define the notion (s, v)⋆-bigeneralized submaximal space and the re- lationship between (s, v) and (s, v)⋆ bigeneralized submaximal space is proven. With the results given in the mentioned sections, it is possible to easily check whether a given space is (s, v) or (s, v)⋆ or (s, v)⋆⋆ bigeneralized submaximal space or not, is obtain some tricks to check in a (s, v) ((s, v)⋆ and (s, v)⋆⋆) bigeneralized submaximal space, a given set is (v, s)-nowhere dense or not, are given the necessary conditions for check whether a given space is submaximal space or not.	cache/ejpam-4655.pdf	txt/ejpam-4655.txt