id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-4248	AbuShaheen, Fuad A; Alrimawi, Fadi	Weakly Covering Spaces in Coc-open Sets	2022	8	.pdf	application/pdf	3415	219	81	coc ⊆ Uα(x), and clearly the family { Wα(x)|α(x) ∈ ∆ } is coc-regular cover of X, so there exists a finite elements x1, x2, ..., xn ∈ X such that X = n⋃ i=1 Wα(xi) coc ⊆ n⋃ i=1 Uα(xi), therefore X is coc-nearly-compact space. Let U = { Uα|α ∈ ∆ } be coc-regular open cover of X, so for each x ∈ X, there exists α(x) ∈ ∆ such that x ∈ Uα(x), but X is coc-almost regular space, so there exist coc-regular open sets Vα(x) and Wα(x) such that x ∈ Vα(x) ⊆ Vα(x)	cache/ejpam-4248.pdf	txt/ejpam-4248.txt