Alrazaq, Hadeel A. Abd and Hashoosh, Ayed E. (2026) On the Convergence Ishikawa Iteration with Errors for a Finite Family of Quasi-Contractive Mappings in Convex Metric Spaces via Applications. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 7 (3). ISSN 2660-5309

Text CAJMTCS_HADEEL_On+the+Convergence+Ishikawa.pdf Download (481kB)

Abstract

We explain a cyclic Ishikawa iteration with error associated with a limited domestic of Berinde-type quasi-contractive mappings in a complete generalized convex metric extent in this study. We verify the uniqueness of the shared fixed point and high convergence of the resulting sequence without requiring boundedness of the convex set. The result extends Tang and Su’s theorem for two mappings and generalizes Khan’s result to generalized convex metric spaces for one mapping. We also show a numerical example and an application to a finite system of nonlinear Fredholm integral equations.

Item Type:	Article
Uncontrolled Keywords:	Common Fixed Point, Convex Metric Space, Ishikawa Iteration with Errors, Nonlinear Integral Equation
Subjects:	H Social Sciences
Depositing User:	admin eprints
Date Deposited:	30 Jul 2026 15:55
Last Modified:	30 Jul 2026 15:55
URI:	http://eprints.umsida.ac.id/id/eprint/16861

Actions (login required)

View Item