A Halpern Type Iterative Scheme for a Finite Number of Mappings in Complete Geodesic Spaces with Curvature Bounded Above

Numerical Functional Analysis and Optimization（2021）

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摘要

In this paper, we show a convergence theorem to a common fixed point for finitely many mappings by the Halpern's iterative scheme using balanced mappings on an admissible complete CAT(1) space.

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关键词

Common fixed point,geodesic space,convex combination,CAT(1) space,quasinonexpansive,Halpern type,iteration

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