This study aims to propose a self-adaptive viscosity-type algorithm with inertial effects to find the common solutions of the split mixed equilibrium, split variational inclusion and common fixed point problems associated with nonexpansive mappings. It is worth mentioning that the step size employed in this algorithm i...
A modified self adaptive inertial subgradient extragradient algorithm for solving a pseudomonotone variational inequality and fixed point problems in real Hilbert spaces was introduced. The strong convergence of the sequence generated by the algorithm proposed was established under some convenient conditions. Some nume...
In this work, we introduce a novel modified inertial iterative algorithm for solving bilevel equilibrium problems involving pseudomonotone bifunctions in real Hilbert spaces. Theproposed scheme incorporates a self-adaptive step-size strategy, eliminating the need for prior knowledge of Lipschitz type constants and enha...
In this paper, we combine double inertial extrapolation with viscosity techniques to propose a novel iterative algorithm that finds a common solution to a generalized mixed equilibrium problem, a split variational inclusion problem, and a common fixed point constraint involving two nonexpansive operators in real Hilber...
In this paper, we propose a viscosity-type double inertial algorithm with self-adaptive stepsizes for solving non-monotone variational inequality problems involving uniformly continuous operators in real Hilbert spaces. The proposed method combines viscosity approximation and double inertial extrapolation techniques wi...
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