On the Convergence of Some Iteration Processes in Uniformly Convex

@inproceedings{Gwinner2010OnTC,
  title={On the Convergence of Some Iteration Processes in Uniformly Convex},
  author={Joachim Gwinner},
  year={2010}
}
For the approximation of fixed points of a nonexpansive operator T in a uniformly convex Banach space E the convergence of the Mann-Toeplitz iteration x„+1 = a„T(x„) + (1 a„)xñ is studied. Strong convergence is established for a special class of operators T. Via regularization this result can be used for general nonexpansive operators, if E possesses a… CONTINUE READING