一类新混合−似变分不等式解的存在性和唯一性
Existence and Uniqueness of Solutions for a New Mixed Variational-Like Inequality
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摘要: 引入
\tau - \eta - g - 余强制、\xi - \eta - g - 松弛Lipschitz连续等概念,应用不动点技巧,研究了一类新混合-似变分不等式,证明了此类不等式解的存在、唯一性。Abstract: This paper introduces the concepts of\tau - \eta - g - cocoercive mapping and\xi - \eta - g - relaxed Lipschitz continuity, and further combines the fixed-point theorem to study a mixed variational-like inequality. Then the existence and uniqueness of the solution for this equality are proved.