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k-Steps Explicit Iterative Algorithms to Solve Generalized System of Nonlinear Mixed Variational Inequalities

机译:K-Steps 显式迭代算法求解非线性混合变分不等式的广义系统

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摘要

The objective of this paper is to consider new generalized systems of nonlinear mixed variational inequalities including 3k-distinct nonlinear relaxed cocoercive operators. We proposed k-steps explicit iterative methods including projection operators for this considered system and present theequivalent fixed point problem of this new generalized systems of variationalinequalities. This equivalent fixed point problem suggest to us k-steps explicititerative algorithms to obtain an approximate solution of the considered system. Convergence results of k-step explicit iterative algorithms are obtained.
机译:本文的目的是考虑新的非线性混合变分不等式广义系统,包括 3k 不同的非线性松弛余矫顽算子。我们提出了k步显式迭代方法,包括投影算子,并提出了这个新的广义变分不等式的等效不动点问题。这个等效的不动点问题向我们提出了 k 步显式算法来获得所考虑系统的近似解。得到了k步显式迭代算法的收敛结果。

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