In this paper, we introduce AK'iteration scheme to approximate fixed point for Suzuki
generalized nonexpansive mapping satisfying B (δ, μ) condition in the framework of Banach …

In this research, under some specific situations, we precisely derive new coupled fixed point
theorems in a complete b-metric space endowed with the graph. We also use the concept of …

In this paper, we prove a typical fixed point theorem for a couple of expansive mappings in
complex partial b-metric space. Some of the well-known results in the literature are …

Approximating Fixed Points of Operators Satisfying the (Bγ,µ) Condition Page 1 Iranian Journal
of Mathematical Sciences and Informatics Vol. 19, No. 1 (2024), pp 135-148 DOI …

In this paper, the theorems are given to discussing about two pair of weakly compatible
mappings which posses a unique common fixed point of under a certain type of contraction …

The primary goal of this research is to derive generalized C_G-class functions and prove
that a fixed point exists for α-F_G (ξ, λ, θ)-generalized Suzuki contraction on b_v (s)-metric …

The aim of this paper is to introduce a new iterative process and show that our iteration
scheme is faster than other existing iteration schemes with the help of numerical examples …

Some Results on Coupled Fixed Point on Complex Partial b−Metric Space Page 1 GANITA,Vol.71(2),
2021, 17-27 17 Some Results on Coupled Fixed Point on Complex Partial b−Metric Space Uma …

In this article, we introduce a new type of contraction named almost type α-FZ-weak
contraction, which comes from a combination of F-contraction, Z-contraction, and almost …

The aim of this paper is to obtain some results which belong to fixed point theory such as
strong convergence, rate of convergence, stability, and data dependence by using the new …