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minimax定理
相关语句
  minimax theorem
     A new topological minimax theorem
     一个新的拓扑Minimax定理
短句来源
     A Minimax Theorem about Saddle Functional
     关于鞍函数的一个minimax定理
短句来源
     A MINI MAX THEOREM FOR THE FUNCTIONALS WITH HEMICONTINUOUS GTEAUX DERIVATIVE AND THE SOLUTION OF NONLINEAR WAVE EQUATION
     一个具有半连续Gteaux导数的泛函的minimax定理和非线性波方程的解(英文)
短句来源
     In this paper, a mini max theorem is showed and a new existence and uniqueness result of solution to the boundary value problem for the nonlinear wave equation is proved by using the mini max theorem.
     本文中,我们证明了一个minimax定理,利用这个定理,我们证明了一个新的非线性波动方程的边界值问题的解的存在唯一性定理.
短句来源
     A minimax theorem is proved by taking advantage of Ekeland's variationalprinciple and the P. S. condition. This theorem can be regarded as an improvement of the theoremdue to Manasevich.
     利用Ekeland变分原理和P.S.条件证明了一个minimax定理,可以认为它是Manasevich定理的改进。
短句来源
更多       
  mini max theorem
     A new topological minimax theorem
     一个新的拓扑Minimax定理
短句来源
     A Minimax Theorem about Saddle Functional
     关于鞍函数的一个minimax定理
短句来源
     A MINI MAX THEOREM FOR THE FUNCTIONALS WITH HEMICONTINUOUS GTEAUX DERIVATIVE AND THE SOLUTION OF NONLINEAR WAVE EQUATION
     一个具有半连续Gteaux导数的泛函的minimax定理和非线性波方程的解(英文)
短句来源
     In this paper, a mini max theorem is showed and a new existence and uniqueness result of solution to the boundary value problem for the nonlinear wave equation is proved by using the mini max theorem.
     本文中,我们证明了一个minimax定理,利用这个定理,我们证明了一个新的非线性波动方程的边界值问题的解的存在唯一性定理.
短句来源
     A minimax theorem is proved by taking advantage of Ekeland's variationalprinciple and the P. S. condition. This theorem can be regarded as an improvement of the theoremdue to Manasevich.
     利用Ekeland变分原理和P.S.条件证明了一个minimax定理,可以认为它是Manasevich定理的改进。
短句来源
更多       
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  minimax theorem
Two topological variants of the minimax theorem are proved with no restrictions on one of the spaces except for those related to the function under consideration.
      
We obtain the minimax theorem for a class of problems with smooth Lebesgue sets of the goal function and strongly convex constraints.
      
The proof relies on a minimax theorem proved earlier by the author.
      
The paper produces new versions of the minimax theorem based on original conditions.
      
A more general topological version of minimax theorem including the main results in K?nig [3] as its special cases are given, and an open question suggested in K?nig [3] is answered.
      
更多          


In this paper, we prove a new topological minimax theorem. Y is not requierd to be strong connected. The result of Cheng and Lin is a consequence of our theorem.

本文证明了一个新的拓扑Minimax定理,它不要求Y是强连通的,程曹宗与林有浩的结果是我们定理的推论。

A minimax theorem is proved by taking advantage of Ekeland's variationalprinciple and the P. S. condition. This theorem can be regarded as an improvement of the theoremdue to Manasevich.

利用Ekeland变分原理和P.S.条件证明了一个minimax定理,可以认为它是Manasevich定理的改进。

In this paper a new Gale type theorem and a minimax theorem are obtained by using the separation theorem on locally convex topological vector spaces.The results imply and generalize many known theorems of the alternative.

本文利用局部凸拓扑向量空间中的分离定理,得到一类很一般的Gale型定理,由此导出某些新的Minimax定理,这些结果是己知文献结果的实质性推广.

 
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