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匹配定理
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  matching theorem
     Generalized KKM Theorem and Matching Theorem, Coincidence Theorem
     广义KKM定理与匹配定理、重合定理
短句来源
     In this paper, a new Ky Fan tape matching theorem for transfer open covers is established.
     建立了转移开覆盖的一个新的Ky Fan型匹配定理
短句来源
     In this paper we obtain a Ky Fan type matching theorem, a coincidence theorem, some fixed point theorems and approximate fixed point theorem in -hyperconvex spaces.
     文章在 λ-超凸度量空间中获得了 Ky-Fan型的匹配定理 ,叠合定理及一些关于不动点、ε-不动点的定理。
短句来源
     A Ky Fan Tape Matching Theorem for transfer Open Covers and Its Applications
     转移开覆盖的Ky Fan型匹配定理及其应用
短句来源
     In this paper,a class of new KKM theorem is obtained which unifies and improves the corresponding results in[2,3,6,7,11]. As applications,we utilize our result to obtain some matching theorem. coincidence theorem,fixed point theorem, mini-max inequality theorem and section theorem.
     本文得到一类新的KKM定理,统一和改进了[2,3,0,7,11]中的结果.作为应用,我们得到了几个匹配定理、重合定理、不动点定理、极大极小不等式定理及截口定理.
短句来源
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  matching theorems
     NEW GENERALIZATIONS OF KKMTHEOREM、MATCHING THEOREMS、COINCIDENCE THEOREMS AND VON NEUMANN MINIMAX INEQUALITY INH-SPACES
     H-空间中KKM-定理、匹配定理、重合定理和Von Neumann极大极小不等式的新推广
短句来源
     In this paper,we consider the case of set-valued mapping F to replace single continuous function fin the coin-cidence problem,obtaining some coincidence theorems in H-space without the linear structure. By applying thesetheorems,we prove some matching theorems and KKM theorems in H-space,which improve and generalize thecorresponding results of Jiang,Lassonde,Fan,Park and Bardaro-Ceppitelli.
     本文在没有线性结构的H-空间中,讨论以往重合点问题中单值连续函数f为集值的情形,得到某些重合点定理,应用这些定理证明了某些匹配定理和H-空间中某些KKM定理,所得结果推广了Jiang,Lassonde,Fan,Park,Bardaro-Ceppitelli等人的结果.
短句来源
     In the paper,some new generalized theorems or improved theorems forwell known F-KKM theorem and Ky Fan's matching theorems are obtained.
     本文将著名的F-KKM定理、Fan型匹配定理在H-空间中作了一些新的推广和改进且应用这些定理得一些新的重合定理和vonNeumann型极大极小不等式。
短句来源
     As applications, we utilize our results to obtain some matching theorems and fixed point theorems.
     作为应用,得到了几个新的匹配定理和不动点定理.
短句来源
     Sue the concept of compactly closed(open) on H space to establish generalized KKM theorem. As its application we prove the new matching theorems and coincidence theorems,the obtained findings unify and strengthen the corresponding results in the recent works 2,3,4,7 .
     在H-空间中利用紧闭(紧开)的概念,得到了广义KKM定理,作为应用证明了匹配定理和重合定理,所得结果推广和统一了Fan及Forvath等人的研究结果
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  “匹配定理”译为未确定词的双语例句
     A theorem on Butterworth matching for piezoelectric ceramic emission transducer
     压电陶瓷发射换能器的Butterworth匹配定理
短句来源
     A theorem on Butterworth matching for piezoelectric ceramic emission transducer is presented and proved.
     提出并证明了压电陶瓷发射换能器的Butterworth匹配定理
短句来源
     The complete-matching theorem and generalized modesymmetry theorem are presented in this paper.
     本文总结了无耗互易网络的全匹配定理,提出了广义模对称定理。
短句来源
     in this paper, the spatio-temporal seqaences are strictly defined, with severalof their important properties discussed. Through the introduction of the conception of" order", a matching law governing the relationship between a single-layer recurrent neural network and a patio-temporal sequence is obtained. Finally, the relationship betweenthe learning and memorizing capacity of the recurrent neural network and the binaryspatio-temporal sequence is further discussed.
     对时空序列给出了严格的定义并给出了它的一些重要的性质.通过引入阶的概念,得出了单层递归神经网络(Recurrent Neural Network)与时空序列的匹配定理.并且进一步讨论了递归神经网络对二元时空序列的学习和记忆性能.
短句来源
     As applications, a collectively fixed point theorm and a matching theorm are obtained.
     作为应用,一个聚合不动点定理和一个匹配定理被证明. 这些定理推广了近期文献中的结果.
短句来源
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  matching theorem
One can select feature points as matching character by using disparity estimation method, under satisfying the condition of certain matching theorem.
      
As application, we utilize this result to study some new minimax theorem, section theorem, matching theorem, coincidence theorem and fixed point theorem in probabilistic metric spaces.
      
As applications, we utilize our result to obtain some matching theorem, coincidence theorem, fixed point theorem, minimax inequality theorem and section theorem.
      
Relating to these, we obtain an extension to general topological spaces of Fan's matching theorem, namely that Lemma 1.2 in this paper.
      
The following extension of the Aharoni-Haxell matching Theorem [3] is proved: Let be a family of hypergraphs such that for each either or , then there exists a matching such that for all .
      
更多          
  matching theorems
In this paper we give a futher generalization of the KKM theorem in tying up with a strongly decomposable mapping, hence some equivalent forms such as KKM-type theorems, matching theorems and coincidence theorems.
      
Then as applications, using our H-KKM theorem, we prove some coincidence theorems, matching theorems and vector valued minimax inequalities which generalize slightly the corresponding results in [1, 2, 4, 5, 6, 7].
      
As applications, some Ky Fan type matching theorems for finitely metrically compactly open covers and finitely metrically compactly closed covers, fixed point theorems and minimax inequality are obtained in H-metric spaces.
      
As applications, some Ky Fan type matching theorems for finitely metrically compactly open covers and finitely metrically compactly closed covers, fixed point theorems and minimax inequality are obtained in H-metric spaces.
      


A method based on the idea of nesting grid for the solution of hyperbolic partial diffe-rential equations using finite difference techniques is presented. Based upon the stability theoryin [1], the stability conditions of nesting grid methods are obtained, and convenient stabilitycriteria for a wide class of finite difference schemes are given. Computational results are pre-sented and comparisons are made with other methods.

本文讨论用套网格(Nesting grid)有限差分方法求解一阶双曲方程初边值问题,即在不同的区域做不同的网格剖分,选用相同或不同精度的差分格式.这种方法亦称杂交法(Hybrid Difference Method)或混合型差分方法(Mixed Difference Method),它广泛应用于数值天气预报和流体力学数值计算中,特别,对于局部区域上的解,其梯度变化激烈,而在其余区域上解的梯度变化平稳时,选用这种方法更有优越性。 [5,8,10]是套网格差分格式稳定性方面的工作,上述工作均以Kreiss定理为基础,针对两层显式耗散格式讨论,因而不便于应用,本文旨在利用GKS理论,寻求一般形式套网格差分格式稳定性的判别条件,§1针对模型问题建立套网格差分格式的一般形式,并介绍GKS理论的一种变形;§2建立套网格差分格式稳定性判别条件;§3是对一类差分格式和网格条件给出易于检验的稳定性判别准则;§4推广了Ciment匹配定理,并证明§3中的主要结果,最后§5是数值例子, 本文采用[1],[3]的符号。

The complete-matching theorem and generalized modesymmetry theorem are presented in this paper. It is proved that complete-matching state is possible for arbitrary port network except N=1.3. Some examples are given in the paper.

本文总结了无耗互易网络的全匹配定理,提出了广义模对称定理。证明了除N=1和3而外,对任意端口网络均有可能达到全匹配。文中,给出了若干实例。

In this paper,we introduce the concept of pseudo-compactly closed set on H-space and obtain some new results of generalized KKM theorem,KyFan's matching theorem and minimax inequalities.

本文在 H-空间中引入伪紧闭集的概念,得到一个广义 KKM 定理,从而获得了 KyFan 匹配定理以及极大极小不等式的一些新结果.

 
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