id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-6541	Kavitha Krishnamoorthy; Muralikrishna, Prakasam	Completeness and Compactness on Hesitant Fuzzy Normed Linear Spaces	2025	14	.pdf	application/pdf	6717	472	83	Conclusion We extended the foundational work on fuzzy normed linear space, initially proposed by Samanta et al., to the domain of hesitant fuzzy normed linear space and also examine the properties of completeness and compactness on hesitant fuzzy normed linear space, also address the same properties on intuitionistic hesitant fuzzy normed linear space in finite dimension using definitions, lemmas, and theorems. Consider (V,H, ∗) to become hesitant fuzzy normed space, along with W exists as a subset of V. A sequence {wn} within W converges towards y,if and only if y ∈ w. Definition 10.	cache/ejpam-6541.pdf	txt/ejpam-6541.txt