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- Title
Convergence results for Picard Normal S-iterative algorithm with applications.
- Authors
Dashputre, Samir; Padmavati; Sakure, Kavita
- Abstract
In this article, we enquire for some weak and strong convergence results for a class of mappings satisfying Condition (E) via Picard Normal S-iterative algorithm (PNSA) in the setting of uniformly convex Banach space (UCBS). Eventually, we furnish an example to substantial our attained findings and numerically compare PNSA with that of some other well-known iterative algorithms. Additionally, we discuss the existence of the solution of a nonlinear functional integral equation as an application of our result.
- Subjects
BANACH spaces; CONVEX sets; ALGORITHMS; NONLINEAR integral equations; NONEXPANSIVE mappings; FUNCTIONAL differential equations
- Publication
Palestine Journal of Mathematics, 2023, Vol 12, p73
- ISSN
2219-5688
- Publication type
Article