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无限最优化
相关语句
  infinite optimization
     Quasi-Equilibrium Problems with Applications to Infinite Optimization and Constrained Games
     拟平衡问题及其对无限最优化和约束对策的应用(英文)
短句来源
     Noncompact Infinite Optimization and Constrained Games in Locally Convex H-spaces
     局部凸H-空间内非紧无限最优化和约束对策(英文)
短句来源
     By applying a new existence theorem of quasi_equilibrium problems due to the author, some existence theorems of solutions for noncompact infinite optimization problems and noncompact constrained game problems are proved in generalized convex spaces without linear structure. These theorems improve and generalize a number of important results in recent literature.
     由应用作者得到的拟平衡问题的一个新的存在性定理 ,在没有线性结构的广义凸空间内对非紧无限最优化问题和非紧约束对策问题证明了解的存在性定理· 这些定理改进和推广了最近文献中许多重要结果·
短句来源
     As applications, sevel existence theorems of solutions for infinite optimization problems and constrained games are obatined under much weaker assumptions in topological vector spaces.
     作为应用 ,在拓扑矢量空间内相当弱的假设下得到了无限最优化问题和约束对策问题解的存在定理 .
短句来源
     By applying a Fan Glicksberg type fixed point theorem for upper semicontinuous set valued mappings with closed acyclic values in locally convex H spaces and a maximum theorem, some new existence theorems of solutions for infinite optimization problems and constrained game problems are proved in noncompact locally convex H-spaces without linear structure.
     应用局部凸H 空间内具有闭零调值的上半连续集值映象的Fan Glicksberg型不动点定理和极大化定理 ,对无限最优化问题和约束对策问题在没有线性结构的局部凸H 空间内证明了解的某些新的存在定理 .
短句来源
  “无限最优化”译为未确定词的双语例句
     Noncompact Infinite of Optimization and Equilibria of Constrained Games in Generalized Convex Spaces
     广义凸空间内的非紧无限最优化和约束对策的平衡
短句来源
  相似匹配句对
     OPTIMIZATION OF RADIATION PROTECTION
     辐射防护的最优化
短句来源
     Siemens AG Information & Communication Networks
     网络无限
     AN OTTIMALITY CONDITION FOR INFINITE DIMENSIONAL NONSMOOTH VECTOR OPTIMIZATION PROBLEMS
     无限维非光滑向量最优化问题的最优性条件
短句来源
     THE CONNECTEDNESS OF SOLUTION SETS FOR A QUASICONVEX OPTIMIZATION IN INFINITE DIMENSIONAL SPACES
     无限维空间拟凸映射多目标最优化问题解集的连通性
短句来源
     Georgia:Infinite Business Oppo(?)ities
     格鲁吉亚:商机无限
短句来源
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  infinite optimization
Noncompact infinite optimization and equilibria of constrained games in generalized convex spaces
      
On equivalent stability properties in semi-infinite optimization
      
This paper studies noncompact feasible sets of a semi-infinite optimization problem which are defined by finitely many equality constraints and infinitely many inequality constraints.
      
On the use of consistent approximations in the solution of semi-infinite optimization and optimal control problems
      
Generalized semi-infinite optimization: A first order optimality condition and examples
      
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By applying a new existence theorem of quasi_equilibrium problems due to the author, some existence theorems of solutions for noncompact infinite optimization problems and noncompact constrained game problems are proved in generalized convex spaces without linear structure. These theorems improve and generalize a number of important results in recent literature.

由应用作者得到的拟平衡问题的一个新的存在性定理 ,在没有线性结构的广义凸空间内对非紧无限最优化问题和非紧约束对策问题证明了解的存在性定理· 这些定理改进和推广了最近文献中许多重要结果·

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. Some existence theorems of solutions for the quasi equilibrium problems are proved under noncompact setting of topological vector spaces. As applications, sevel existence theorems of solutions for infinite optimization problems and constrained games are obatined under much weaker assumptions in topological vector spaces.

:研究了一类拟平衡问题 ,包含了某些变分和拟变分不等式作为特殊情形 .在拓扑矢量空间的非紧设置下证明了拟平衡问题解的某些存在定理 .作为应用 ,在拓扑矢量空间内相当弱的假设下得到了无限最优化问题和约束对策问题解的存在定理 .

By applying a Fan Glicksberg type fixed point theorem for upper semicontinuous set valued mappings with closed acyclic values in locally convex H spaces and a maximum theorem, some new existence theorems of solutions for infinite optimization problems and constrained game problems are proved in noncompact locally convex H-spaces without linear structure. These theorems improve and generalize a number of important results in recent literature.

应用局部凸H 空间内具有闭零调值的上半连续集值映象的Fan Glicksberg型不动点定理和极大化定理 ,对无限最优化问题和约束对策问题在没有线性结构的局部凸H 空间内证明了解的某些新的存在定理 .这些定理改进和推广了最近文献中的许多重要结果

 
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