单调函数
变分不等式
惯性参考系
数学
应用数学
远期汇率
数学分析
经典力学
物理
期限(时间)
量子力学
作者
Ke Wang,Yuanheng Wang,Yekini Shehu,Bingnan Jiang
标识
DOI:10.1016/j.cnsns.2024.107924
摘要
The paper introduce a new inertial forward–backward–forward method with adaptive step size constructed by double inertial extrapolation steps and relaxations to solve variational inequalities with quasi-monotonicity in real Hilbert spaces. We obtain weak and strong convergence results for our propose inertial Forward–Backward–Forward method under some mild conditions. Linear convergence results under a special case of our proposed method are given. Preliminary numerical results show that our proposed method is competitive with other related methods in the literature.
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