[PDF][PDF] Some Convergence Results Using Iteration Process in Busemann Spaces
In this paper, some strong and∆-convergence results for mapping satisfying condition (E) in
the setting of uniformly convex Busemann spaces are proved. We are using newly
introduced K* iteration process for approximation of fixed point. We also give an example to
show the e ciency of K* iteration process. Our results are the extension, improvement and
generalization of many known results in the literature of fixed point theory in Busemann
spaces.
the setting of uniformly convex Busemann spaces are proved. We are using newly
introduced K* iteration process for approximation of fixed point. We also give an example to
show the e ciency of K* iteration process. Our results are the extension, improvement and
generalization of many known results in the literature of fixed point theory in Busemann
spaces.
Abstract
In this paper, some strong and∆-convergence results for mapping satisfying condition (E) in the setting of uniformly convex Busemann spaces are proved. We are using newly introduced K* iteration process for approximation of fixed point. We also give an example to show the e ciency of K* iteration process. Our results are the extension, improvement and generalization of many known results in the literature of fixed point theory in Busemann spaces.
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