Some Convergence Results Using K* Iteration Process in Busemann Spaces

Abstract

In this paper, some strong and Delta-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 efficiency 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.