ISHIKAWA ITERATIVE APPROXIMATION OF FIXED POINTS FOR ASYMPTOTICALLY NONEXPANSIVE TYPE MAPPINGS
Fengqun Zhao · Journal of Shaanxi University of Science & Technology · 2008
In the paper,we investigate the problem of iterative approximation to the fixed points of uniformly L-Lipschitzian asymptotically non-expansive type mappings Ishikawa iterative sequence with errors in uniformly convexity Banach spaces.We obtain a strong convergence theorem.In our main results,under Ishikawa iterative sequence {xn} is bounded and ‖Tnxn-xn‖→0(n→∞).The assumption that K and the range of the mapping T are bounded is not need.