Three step algorithm for weighted resolvent average of a finite family of monotone operators
Copyright policy )Three step algorithm for weighted resolvent average of a finite family of monotone operators
In this paper, we introduce a composite iterative method for finding a common zero point of weighted resolvent average of a finite family of monotone operators. Furthermore, the strong convergence of the proposed iterative method is established. Finally, our results are illustrated by some numerical examples.
strong convergence, Iterative procedures involving nonlinear operators, weighted resolvent average, projection algorithm, monotone operators, Variational inequalities, Monotone operators and generalizations, proximal point algorithm
strong convergence, Iterative procedures involving nonlinear operators, weighted resolvent average, projection algorithm, monotone operators, Variational inequalities, Monotone operators and generalizations, proximal point algorithm
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