In this research, we study a modified relaxed Tseng method with a single projection
approach for solving common solution to a fixed point problem involving finite family of τ …

This paper studies the forward–reflected–backward splitting algorithm with momentum terms
for monotone inclusion problem of the sum of a maximal monotone and Lipschitz continuous …

In this work, we propose a self-adaptive projection method for solving variational inequalities
with Lipschitz continuous and quasimonotone mapping (or Lipschitz continuous mapping …

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 …

In this work, we study a new line-search rule for solving the pseudomonotone variational
inequality problem with non-Lipschitz mapping in real Hilbert spaces as well as provide a …

In order to approximate the common solution of quasi-nonexpansive fixed point and pseudo-
monotone variational inequality problems in real Hilbert spaces, this paper presented three …

Our study introduces a novel iterative algorithm that finds a common solution in a real Hilbert
space for minimization and fixed point problems. The study results in a number of theorems …

In order to solve variational inequality problems for which the cost operator is
quasimonotone and Lipschitz continuous in real Hilbert spaces, we propose a new double …

This article proposes an iteration algorithm with double inertial extrapolation steps for
approximating a common solution of split equilibrium problem, fixed point problem and …

This paper presents and examines a newly improved linear technique for solving the
equilibrium problem of a pseudomonotone operator and the fixed point problem of a …