QVI:拟变分不等式
“拟变分不等式”(Quasi Variational Inequality)在学术文献与工程应用中常被缩写为QVI,这一简称有助于简化书写并提升交流效率。作为一种重要的数学工具,QVI广泛出现于优化理论、经济均衡分析及工程科学等多个综合性研究领域,尤其适用于处理具有复杂约束条件的问题。
Quasi Variational Inequality具体释义
Quasi Variational Inequality的英文发音
例句
- We obtain the existence and uniqueness of the classical solution by its equivalent parabolic quasi variational inequality.
- 利用其等价的抛物拟变分不等式(QVI),得到了该问题古典解的存在唯一性。
- This paper deals with a class of quasi equilibrium problems which includes several variational and quasi variational inequality problems, quasi complementarity problems and Nash equilibrium problems as special cases. Some existence theorems of solutions for the quasi equilibrium problems are proved in topological vector spaces.
- 研究一类拟平衡问题,该问题包含几类变分和拟变分不等式(QVI)问题,拟补问题和Nash平衡问题作为特殊情形.对拟平衡问题在拓扑矢量空间内证明了解的几个存在定理。
- The optimal cost is explicitly obtained as the smoothest solution of a Quasi Variational Inequality(QVI) derived from the optimal principle of Dynamic Programming. The optimal ( s, S ) policy is determined as the unique solution of a system of algebraic equations.
- 本文由动态规划的最优性原理导出了最优费用所满足的拟变分不等式(QVI),并最终得出了最优费用的解析表达式和确定出最优(s,S)订货策略所满足的代数方程。
- The author deals with a class of quasi equilibrium problems which includes some variational and quasi variational inequality problems and quasi complementarity problems as special cases.
- 研究了一类拟平衡问题,包含了某些变分和拟变分不等式(QVI)作为特殊情形。
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