id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-1371	Kumar Das, Prasanta	An Iterative Method for (AGDDV I P) in Hilbert Space and the Homology Theory to Study the (GDDCPn) in Riemannian n-manifolds in the Presence of Fixed Point Inclusion	2011	21	.pdf	application/pdf	8080	514	79	≡ H. Let W be a maximal fixed point open set in X with respect to ∇F − T. Then, there exists a unique y0 such that y0 ∈ (∇F − T − 1X ) −1(0X ) and y0 solves the problem (GDDV IPn), that is, (∇F − T )(y0) ∈ (τ ∗(X )) ≡ H. Let W be a maximal fixed point open set in X with respect to ∇F − T. Then, there exists an unique y0 such that y0 ∈ (∇F − T − 1X ) −1(0X ) and y0 that solves the problem (GDDV C Pn), that is, (∇F − T )(y0) ∈ (τ ∗(X ))	cache/ejpam-1371.pdf	txt/ejpam-1371.txt