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STRONG CONVERGENCE THEOREMS FOR NONEXPANSIVE MAPPINGS IN BANACH SPACE(Nonlinear Analysis and Convex Analysis)
Jong‐Yeoul Park
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Abstract
Jcn_{\vee}\circ$ -Yeoul ParkAB $\backslash \sim TRA(\grave{\lrcorner}\uparrow$ .$LV\rho$ prov $\rho$ for a noIi expansive mapping $T$ that under certain conditions tlte stron g $\lim_{iarrow 1^{-}}G_{t}(x)$ pxists and is a $A_{XP}d$ point $oiT,$ $wher^{\rho}G_{t}(x)=(1-x+tTG_{\ell}\langle x)$ .$0\leq t<1$ .
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