In this article, we propose a faster iterative scheme, called the AH iterative scheme, for
approximating fixed points of contractive-like mappings and Reich–Suzuki-type …

The purpose of this article is to study the convergence, stability and data dependence results
of an iterative method for contractive-like mappings. The concept of stability considered in …

In this article, we propose the modified AH iteration process in Hyperbolic spaces to
approximate the fixed points of mappings enriched with condition (E). The data dependence …

The aim of the paper is to introduce the concept of new hybrid contractions that combine
Jaggi hybrid type contractions and Suzuki type contractions with w‐orbital admissible. We …

The purpose of this article is to study A∗ iterative algorithm in hyperbolic space. We prove
the weak w 2-stability, data dependence and convergence results of the proposed iterative …

Fixed point theory is a branch of mathematics that studies solutions that remain unchanged
under a given transformation or operator, and it has numerous applications in fields such as …

In this article, we develop a faster iteration method, called the A∗∗ iteration method, for
approximating the fixed points of almost contraction mappings and generalized α …

In this article, the problem of solving a strongly monotone variational inequality problem over
the solution set of a monotone inclusion problem in the setting of real Hilbert spaces is …

The objective of this paper is to suggest and construct a general four step semi-implicit
iterative scheme involving midpoint rule. We establish and analyse the convergence of the …

In this article, we introduce a mixed-type implicit iterative scheme to approximate the
common fixed points of finite families of three uniformly L-Lipschitzian total asymptotically …