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New Tseng-Degree Gradient Method in Variational Inequality Problem
Mathematical Problems in Engineering ( IF 1.430 ) Pub Date : 2020-08-05 , DOI: 10.1155/2020/9832579 Zhuang Shan 1 , Lijun Zhu 2, 3 , Long He 1 , Danfeng Wu 1 , Haicheng Wei 4
Mathematical Problems in Engineering ( IF 1.430 ) Pub Date : 2020-08-05 , DOI: 10.1155/2020/9832579 Zhuang Shan 1 , Lijun Zhu 2, 3 , Long He 1 , Danfeng Wu 1 , Haicheng Wei 4
Affiliation
This paper focuses on the problem of variational inequalities with monotone operators in real Hilbert space. The Tseng algorithm constructed by Thong replaced a high-precision step. Thus, a new Tseng-like gradient method is constructed, and the convergence of the algorithm is proved, and the convergence performance is higher.
中文翻译:
变分不等式问题中的Tseng-Degree梯度法
本文重点研究实希尔伯特空间中单调算子的变分不等式问题。Thong构造的Tseng算法取代了高精度步骤。从而构造了一种新的Tseng样梯度方法,证明了算法的收敛性,收敛性能更高。
更新日期:2020-08-05
中文翻译:
变分不等式问题中的Tseng-Degree梯度法
本文重点研究实希尔伯特空间中单调算子的变分不等式问题。Thong构造的Tseng算法取代了高精度步骤。从而构造了一种新的Tseng样梯度方法,证明了算法的收敛性,收敛性能更高。