The Convergence of Ishikawa Iteration for Generalized Φ-contractive Mappings


Keywords:
strongly Φ−quasi-accretive strongly Φ−hemi-contractions Ishikawa iteration process with errors unique solution.Abstract
Charles[1] proved the convergence of Picard-type iterative for generalized Φ−accretive non-self mappings in a real uniformly smooth Banach space. Based on the theorems of the zeros of strongly Φ−quasi-accretive and xed points of strongly Φ−hemi-contractions, we extend the results to Ishikawa iterative and Ishikawa iteration process with errors for generalized Φ−hemi-contractive mappings.
Downloads
Published
2022-11-07
How to Cite
Linxin Li, & Dingping Wu. (2022). The Convergence of Ishikawa Iteration for Generalized Φ-contractive Mappings. Results in Nonlinear Analysis, 4(1), 47–56. Retrieved from https://nonlinear-analysis.com/index.php/pub/article/view/60
Issue
Section
Articles