CONVERGENCE OF THE PICARD-MANN HYBRID ITERATION IN CONVEX CONE METRIC SPACES

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Journal of Advanced Mathematics and Education
Volume:1 Issue:2
CONVERGENCE OF THE PICARD-MANN HYBRID ITERATION IN CONVEX CONE METRIC SPACES

CONVERGENCE OF THE PICARD-MANN HYBRID ITERATION IN CONVEX CONE METRIC SPACES

Authors : Süheyla ELMAS

Pages : 1-5

View : 22 | Download : 12

Publication Date : 2018-06-01

Article Type : Other Papers

Abstract :In this study we try to show convergence of the Picard-Mann hybrid Iteration in convex cone metric spaces for common fixed points of infinite families of uniformly quasi-Lipschitzian mappings and quasi-nonexpansive mappings. A convex cone mtric space is a cone metric space with a convex structure
Keywords : convex metric space, convex structure, convex cone metric spaces, PicardMann hybrid iteration

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