id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
cana-5932	J. Ravinder, A. Bernick Raj	Fixed Point Theorem for H – F – Contractive Mapping in Complete Fuzzy Metric Spaces	2025	8	.pdf	application/pdf	3412	168	81	1lim ( , , ) ( ) .n n n M x x t t − + →  = And, this imply ( ) ( )1lim ( , , ) ( ) .n n n F M x x t F t − + → = By taking limit both sides of equation (3), we get ( ) ( ) ( )1( ) lim ( , ) ( ) ( ) .n n n F t H x x F t F t  − − − + →  +  This is possible when 1lim ( , ) 0n n n H x x + → = (4) and ( )( ) 0,F t − = which contradict with ( )( ) 0.F t −  Therefore, we have 1lim ( , , ) 1 .n n n M x x t − + → = (5) ( , ) ( , , ) n m n m n m n m n m n m n m n m n m n m n m n m n m n m m n k n k n n k F M x	cache/cana-5932.pdf	txt/cana-5932.txt