A METHOD OF APPROXIMATION FOR A ZERO OF MAXIMAL MONOTONE OPERATOR IN HILBERT SPACE
Abstract
In this paper, we introduce a new explicit iterative method for solving a variational inequality problem over the set of zeros for a maximal monotone operator in Hilbert space. By using two resolvents of the monotone operator at each iterate, we prove strong convergence of the method under a general condition on resolvent parameter.
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đánh giá
Published
2020-02-29
Section
NATURAL SCIENCE – ENGINEERING – TECHNOLOGY