Fixed point problems in Banach spaces
Abba Auwalu
TL;DR
This paper establishes strong convergence theorems for iterative algorithms in uniformly smooth Banach spaces, extending and improving recent results in the field.
Contribution
It introduces new convergence theorems that generalize and enhance previous findings on fixed point problems in Banach spaces.
Findings
Proved strong convergence of iterative algorithms in Banach spaces
Extended existing results to more general settings
Improved convergence conditions for fixed point algorithms
Abstract
We prove strong convergence theorems of some iterative algorithms in a real uniformly smooth Banach space. The results presented extend, generalize and improve the corresponding results recently announced by many authors.
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Taxonomy
TopicsOptimization and Variational Analysis · Fixed Point Theorems Analysis · Advanced Optimization Algorithms Research