Three‐Step Fixed Point Iteration for Generalized Multivalued Mapping in Banach Spaces
Zhanfei Zuo
Abstract
Open-access reader
Zhanfei Zuo
Abstract
Open-access reader
The convergence of three‐step fixed point iterative processes for generalized multivalued nonexpansive mapping was considered in this paper. Under some different conditions, the sequences of three‐step fixed point iterates strongly or weakly converge to a fixed point of the generalized multivalued nonexpansive mapping. Our results extend and improve some recent results.
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The convergence of three‐step fixed point iterative processes for generalized multivalued nonexpansive mapping was considered in this paper. Under some different conditions, the sequences of three‐step fixed point iterates strongly or weakly converge to a fixed point of the generalized multivalued nonexpansive mapping. Our results extend and improve some recent results.
Key concepts: Iterated function, Fixed point, Mathematics, Banach space, Convergence (economics), Fixed-point iteration, Applied mathematics, Fixed-point theorem