minimax theorem

Since Von Neumann proved the first minimax theorem in 1928, rich fruits have been obtained about research on minimax theory.

自从von Neumann于1928年证明了第一个极大极小定理以来，关于极大极小理论的研究已经取得了丰硕的成果。

Minimax Theorem of Two Mixed Functions

混合型的两个函数极小极大定理

In the present paper, we first give a topological intersection theorem with a parameter, and next, by using this tool two types of noncompact von Neumann minimax theorem are obtained in interval spaces.

本文首先给出一个参数型的拓扑交定理，然后以此为工具得到区间空间中的两类非紧的von Neumann型极大极小定理。

A new minimax inequality theorem is established, which will be used to study the existence problem of solution for a new class of generalized bi-quasi-variational inequality.

建立了一个新的极大极小不等式，并利用它研究了仿紧集上一类新型广义双拟变分不等式解的存在性问题。

The Two Nonlinear Functions Minimax Comparative Theorem

两个非线性泛函的极小极大比较定理

Then using these results and the scalarization method, we prove existence theorems for the new type of generalized vector quasi-equilibrium problem and a minimax theorem in G-convex spaces.

然后，利用这些结果和数值化方法，得到G-凸空间上这类广义向量拟均衡问题解的存在定理和一个极大极小定理。我们的结果推广了[7]，[12]和[18]中的一些已知结果。

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。

Topological Minimax Inequalities, Section Theorem and Existence Theorems of Equilibrium Points for Abstract Economy

拓扑型极大极小不等式、截口定理和抽象经济平衡点的存在性定理

A Minimax Theorem for Set valued Maps

关于集值映射的极大极小定理

Coopetition has become the current strategy trend of the economic development. Coopetition game model is advanced through analysis of the advantages and disadvantages of cooperation game and competition game. One kind of Minimax theorem is adopted to solve the coopetition game model.

合作竞争已成为当今经济发展战略的大趋势，本文通过合作博弈与竞争博弈的优劣对比，提出合作竞争博弈模型，并用一类Minimax定理求解合作竞争博弈均衡。

A Minimax Theorem about Saddle Functional

关于鞍函数的一个minimax定理

The minimax theorem and variational inequality in interval space

区间空间中的极大极小定理和变分不等式

Minimax Theorem and Saddle Point Theorem without Linear Structure

没有线性结构的极大极小定理与鞍点定理

A minimax theorem generally involves three assumption conditions: space structures on sets X and Y, the continuity of the functions and the concavity and convexity of functions.

一个极大极小定理一般涉及三个假设条件：集合X和Y的空间结构，函数的连续性和函数的凹凸性。

Minimax Inequalities and Intersection Theorem in Locally Convex H-Spaces

局部凸H-空间中的极大极小不等式和非空交定理

In this paper, a new result of Ky-Fan minimax theorem be obtained in Cartesian product H-space.

文章证明了Caresian乘积H-空间的一个新结果，并应用于ky-Fan极大极小定理的推广。

A Generalization of Ky Fan ′ s Minimax Theorem with Applications

KY FAN极大极小定理的一个推广及应用

A new topological minimax theorem

一个新的拓扑Minimax定理

Noncompact Minimax Theorem in Interval Space

区间空间中的非紧极大极小定理

The implications of the Minimax theorem are tested using field data.

本文利用田野数据对最小最大定理进行验证。

In the paper, we first prove a improved version of the Fan-Ha's section theorem and some corresponding equivalent versions, and next as their applications, a minimax theorem, some coincidence theorems and a maximal element theorem are obtained.

本文首先证明Fan－Ha截口定理的一个改进形式和一些相应的等价形式；其次作为应用，我们得到一个极大极小定理、一些重合定理和一个极大元定理。

A new minimax theorem and some theorems for variational inequalities with generalized monotone multivalued mapping in H-spaces are obtained.

得到H-空间中的一个新的极大极小定理和几个广义单调集值映象的变分不等式定理。

A New Minimax Theorem with Applications

一个新的极大极小定理及应用

The two nonlinear functions minimax comparative theorem on topological spaces is presented in this paper.

给出了一个在拓扑空间上两个非线性泛函的极小极大比较定理。