id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-5785	Bataihah, Anwar; Hazaymeh, Ayman	Quasi Contractions and Fixed Point Theorems in the Context of Neutrosophic Fuzzy Metric Spaces	2025	15	.pdf	application/pdf	5265	324	75	These components must satisfy the following specific conditions for all elements ξ, ω, c ∈ X and for all positive real numbers λ, ρ. (i) 0 ≤ H(ξ, ω, λ) ≤ 1, 0 ≤ K(ξ, ω, λ) ≤ 1, 0 ≤ L(ξ, ω, λ) ≤ 1, (ii) 0 ≤ H(ξ, ω, λ) +K(ξ, ω, λ) + L(ξ, ω, λ) ≤ 3, (iii) H(ξ, ω, λ) = 1, for λ > 0 iff ξ = ω (iv) H(ξ, ω, λ) = H(ω, ξ, λ), for λ > 0 (v) H(ξ, ω, λ)⊙H(ω, c, ρ) ≤ H(ξ, c, λ+ ρ) (vi) H(ξ, ω, ·) : R+ → I is continuous (vii) lim λ→+∞ H(ξ, ω, λ) = 1 (viii) K(ξ, ω, λ) = 0 iff ξ = ω (ix) K(ξ, ω, λ) = K(ω, ξ, λ), (x) K(ξ, ω, λ)⊕K(ω, c, ρ) ≥ K(ξ, c, λ+ ρ), (xi) K(ξ, ω, ·) : R+ → I is continuous (xii) lim λ→+∞ K(ξ, ω, λ) = 0 (xiii) L(ξ, ω, λ) = 0, for λ > 0 iff ξ = ω (xiv) L(ξ, ω, λ) = L(ω, ξ, λ), (xv) L(ξ, ω, λ)⊕ L(ω, c, ρ) ≥ S(ξ, c, λ+ ρ), (xvi) L(ξ, ω, ·) : R → I is continuous (xvii) lim λ→+∞ L(ξ, ω, λ) If λ ≤ 0, then H(ξ, ω, λ) = 0, K(ξ, ω, λ) = L(ξ, ω, λ) = 1 The functions H(ξ, ω, λ), K(ξ, ω, λ), and L(ξ, ω, λ) represent the degrees of nearness, neu- tralness, and non-nearness between the elements ξ and ω in relation to the parameter λ, respectively.	cache/ejpam-5785.pdf	txt/ejpam-5785.txt