In this paper, we propose a new iterative algorithm for finding the common solution of the
fixed points of nonexpansive mapping and the solution of the pseudomonotone variational …

A new fixed point method is suggested to solve the split common fixed point problem. By
using this fixed point method, we construct an iteration based on Mann's method for solving …

In this paper, we revisit two recently published papers on the iterative approximation of fixed
points by Kumam et al.(2019)[17] and Maniu (2020)[19] and reproduce convergence …

In this paper we propose a new iteration process, called M* iteration process, for
approximation of fixed points. Some weak and strong convergence theorems for fixed point …

The aim of this work is to introduce a new three step iteration scheme for approximating fixed
points of the nonlinear self mappings on a normed linear spaces satisfying Berinde …

The content of this paper is twofold. First, it aims to provide some new Newton-like methods
for solving the root-finding problem in the complex plane. Moreover a convergence test for …

This research article introduces a new iterative process called MP iteration and prove some
convergence and approximation results for the fixed points of $\rho $-nonexpansive …

In this paper, we study a three step iterative scheme to approximate fixed points of Suzuki's
generalized non-expansive mappings. We establish some weak and strong convergence …

In this paper, an iteration process, referred to in short as MMP, will be considered. This
iteration is related to finding the maximum modulus of a complex polynomial over a unit disc …

In this paper, we study a Thakur three-step iterative process in the new context of
generalized nonexpansive mappings enriched with property (E). A uniformly convex Banach …