Inertial Modified S-Iteration Process for Split Monotone Inclusion and Fixed Point Problem In Real Hilbert Space
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In this article we present a modified S-iteration process that we combine with inertial extrapolation to find a common solution to the split monotone inclusion problem and the fixed point problem in real Hilbert space.Our goal is to establish a strong convergence theorem for approximating a common solution.Under some mild conditions,the problem can be solved. We also provide a numerical example to show that our algorithms acceleration works well.
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