id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
cana-2867	S. C. Shrivastava	Multi Fuzzy Iterated Function System Consisting of Generalized Fuzzy Contraction Mapping in Fuzzy Metric Spaces	2024	13	.pdf	application/pdf	6256	338	74	Then (𝒦(𝒳), Hd̅) is said to be a multi fuzzy fractal space with metric Hd̅ represented as Hd̅(𝒜, 𝔅) = max j=1,2,−−−,N {Hdj (Aj, Bj)} for 𝒜, 𝔅 ∈ 𝒦(𝒳), where 𝒜 = (A1, − − −−, AN) and 𝔅 = (B1, − − −−, BN), Hdj is Hausdorff distance between two sets Aj and Bj. Theorem2.2[42]: (𝒦(𝒳), Hd̅) be a complete metric space iff (𝒦(Xj), Hdj ) , where j = 1, − − −, N is a complete metric space. Definition 2.9[36]: The system {Xj, j = 1, − − −−, N; wij l : Xj → Xi, l = 1, − − −, mijandi, j = 1, − − −, N} is multi iterated function system with contractivity factor ratios = ma x{sij l , l = 1, − − −−, mij and i, j = 1, − − −−, N} for complete metric space (Xj, dj), j = 1,2, − − −−, N and contraction mapping wij l : Xj → Xi , l = 1, − − −, mij and i, j = 1, − − −, N. Definition 2.10[36]: Let in a complete metric space (Xj, dj), j = 1,2, − − −−, N, Xj, j = 1,2, − − −−, N; wij l : Xj → Xi, l = 1, − − −−, mij and i, j = 1, − − −−, N} be an Multi Iterated Function system.	cache/cana-2867.pdf	txt/cana-2867.txt