This paper outlines a detailed study of some relatively new techniques which are originated
by He for solving diversified nonlinear problems of physical nature. In particular, we will …

It is well known that general variational inequalities provide us with a unified, natural, novel
and simple framework to study a wide class of unrelated problems, which arise in pure and …

In this paper, we propose a new iterative algorithm to approximate fixed point of Suzuki's
generalized nonexpansive map**s. We establish some weak and strong convergence …

In recent literature, researchers have generated Julia sets and Mandelbrot sets in Mann and
Ishikawa orbits that are examples of two-step and three-step feedback processes …

General variational inequalities provide us with a unified, natural, novel and simple
framework to study a wide class of equilibrium problems arising in pure and applied …

In this paper, we propose a new iteration, called the SP-iteration, for approximating a fixed
point of continuous functions on an arbitrary interval. Then, a necessary and sufficient …

In this paper we propose a new three-step iteration process, called M iteration process, for
approximation of fixed points. Some weak and strong convergence theorems are proved for …

In this article, we first introduce a modified inertial Mann algorithm and an inertial CQ-
algorithm by combining the accelerated Mann algorithm and the CQ-algorithm with the …

We introduce a new type of nonexpansive map**s and obtain a number of existence and
convergence theorems. This new class of nonlinear map** properly contains …

In this paper, we introduce a new three-step iteration scheme and establish convergence
results for approximation of fixed points of nonexpansive map**s in the framework of …