… strongly-monotone mapping and B ⊂ H × H is a maximal monotone operator. Then, we prove
a strong convergence … Using this result, we get a strong convergence theorem for finding a …

… Then we show that the sequence converges strongly … strong convergence theorem for finding
a common fixed point of a nonexpansive mapping and a strictly pseudocontractive mapping…

… We explored an auxiliary mapping in our theorems and proofs and this also yielded a strong
convergence theorem of Halpern’s type for our class of mappings and hence resolved in the …

… strong convergence thoerem for nonexpansive mappings: let T be a nonexpansive mapping
of a … Then, Tk has a unique fixed point uk in C, and uk converges as k -+ 0 strongly to a fixed …

… a strong convergence theorem … mappings, such that one of these mappings is nonexpansive
and the other is taken from the more general class of Lipschitz pseudocontractive mappings…

… 357:356-363, 2009), we introduce a new hybrid projection iterative scheme that converges
strongly to a common element of the solution set of a generalized mixed equilibrium problem, …

… mappings and to prove some strong and weak convergence theorems for such … and
strong convergence theorems for fixed points of asymptotically nonexpansive mappings…

… In fact, the strong convergence of [xt] as t ~ 1 for a self-mapping T of a bounded C was
proved in a Hilbert space independently by Browder [1] and Halpern [2] in 1967 and in a …

… ) + (1 — ctn)xn converges weakly to some fixed point of T. In arbitrary uniformly convex
Banach spaces similar results are obtained concerning the strong convergence of (in ) to a fixed …

… prove two strong convergence theorems for asymptotically nonexpansive mappings in Hibert
… of the CQ method for fixed point iteration processes, Nonlinear Anal. 64 (2006) 2400-2411] …