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极大定理
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  maximum theorem
     In this paPer, we deal with the monotonicity theorem of generalized eigenvalues and some inequalities have been obtained, on the base of minimun maximum theorem of generalized eigenvalues.
     本文从广义特征值的极小─—极大定理出发,推导出了关于广义特征值的几个不等式即单调性定理。
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  maximal theorem
     In this note we extend Marcinkiewicz interpolation theorem to the case of operators from Lp(L9) to LP, and then use it to extend Hardy-Littlewood maximal theorem to Lp(Lq) spaces.
     本文把Marcinkiewiez的插值定理推广从L~p(L~q)空间到L~P空间的算子,利用它把Hardy-Littlewood极大定理推广到L~p(L~q)空间。
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  max theorem
     In the Chapter 1, a max-min theorem and a max theorem are proved on local convex topological linear spaces, as an application, it is obtained that there exists optimal mixed strategies in a game with an infinite pure strategy set on a compact Hausdorff space on the basis of analytic methods.
     第一章在局部凸线性拓扑空间上证明了一个极大极小定理与极大定理,作为应用,利用基于分析的方法讨论了局中人无限纯策略集为紧的Hausdorff空间时的最优混合博弈问题。
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     In the present paper, a max\|min theorem and a max theorem are proved on local convex topological linear spaces, as an application, it is obtained that there exists optimal mixed strategies in a two\|person game with an infinite pure strategy set.
     证明了局部凸线性拓扑空间上实值连续泛函的极大极小定理与极大定理 ,并由此证明了一类具有无限纯策略集的二人对策中最优混合策略的存在性 .
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  相似匹配句对
     SEVERAL THEOREMS ON MAXIMAL SUBGROUP
     极大子群的几个定理
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     Theorem C.
     定理C.
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     ON THE EXISTENCE OF MAXIMAL LIKELIHOOD ESTIMATORS
     极大似然估计的存在性定理
短句来源
     is maximum.
     的影响极大
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     Three Theories of S~n
     S~n的三个定理
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  maximum theorem
We give a simple proof of the K-K-M-S theorem based on the Kakutani fixed point theorem, the separation theorem for convex sets and the Berge maximum theorem.
      
We consider an inverse of the Berge maximum theorem.
      
The local maximum theorem for the coefficients of univalent functions
      
A strict maximum theorem for one-part function spaces and algebras, 70, 642.
      
  maximal theorem
A Search for Best Constants in the Hardy-Littlewood Maximal Theorem
      
On a maximal theorem of Hardy and Littlewood and theorems concerning Fourier constants
      
A maximal theorem with function-theoretic applications
      
The result can be viewed as an analogue of the Hardy-Littlewood maximal theorem for the fractional maximal function.
      
  max theorem
On the min-max theorem for finite two-person zero-sum games
      
The time evolution of the boundary unknowns is shown to be characterized by a variational theorem over an arbitrary time interval and by a min-max theorem from the time origin to infinite (minimum for displacements, maximum for tractions).
      
The algorithm also provides a constructive proof for a min-max theorem due to Lucchesi and Younger and for its weighted version.
      
This result is obtained as a consequence of an exact min-max theorem.
      
Theory of submodular programs: A fenchel-type min-max theorem and subgradients of submodular functions
      
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In this note we extend Marcinkiewicz interpolation theorem to the case of operators from Lp(L9) to LP, and then use it to extend Hardy-Littlewood maximal theorem to Lp(Lq) spaces.

本文把Marcinkiewiez的插值定理推广从L~p(L~q)空间到L~P空间的算子,利用它把Hardy-Littlewood极大定理推广到L~p(L~q)空间。

In 1981,Komiya introduced the convexity concept on a topological space without linear structures and defined a class of abstract convex space.This paper is to prove generalized KKM theorems in an abstract convex space which extend

1981年,Komiya 在没有线性结构的拓扑空间内引入了凸性概念,定义了一类抽象凸空间,本文,首先在抽象凸空间内证明了广义 KKM 定理,然后应用 KKM 定理在抽象凸空间内得到了一些重叠定理、极小极大定理及其几何形式.这些定理从几个方面推广了 Fan,Lassonde,Park,Browder,Komiya,Allen,Lin,Tan,Takahashi,Yen 等人的相应结果.

In this paper, we prove some intersection theorems concerning noncompact sets with H-convex sections which generalize the corresponding results of Ma, Fan, Tarafdar, Lassonde and Shih-Tan to H-spaces without the linear structure and to noncompact setting. An application to von Neumann type minimax theorems is given.

在本文内,我们推广了Ma,Fan,Tarafdar,Lassonde和Shih-Tan等作者关于具有凸截口集的交定理到没有线性结构的H-空间和非紧设置.同时给出了我们的定理对Vou Neumann型极小极大定理的应用.

 
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