Existence And Convergence For Fixed Points Of Non-Lipschitzian Mappings In Banach Spaces Without Uniform Convexity
Jong-Soo Jung, Yeol-Je Cho, Dayaram Sahu · Communications of the Korean Mathematical Society · 2000
The existence and convergence theorems for fixed points of mappings of asymptotically nonexpansive type are established in Banach spaces with a weakly continuous duality mapping but without uniform convexity.