Best proximity points and weak convergence theorems for hybrid mappings in Banach spaces

TL;DR

This paper investigates best proximity points and weak convergence theorems for a class of generalized hybrid cyclic self-mappings in Banach spaces, advancing fixed point theory.

Contribution

It introduces new results on best proximity and fixed points for hybrid mappings, extending existing theories in Banach spaces.

Findings

Established new best proximity point theorems.

Proved weak convergence results for hybrid mappings.

Extended fixed point theory in Banach spaces.

Abstract

The paper gives some results on best proximity and fixed point for a class of generalized hybrid cyclic self-mappings in Banach spaces.