截口

n指标停顿的分类和截口定理

Classification of n - parameter stopping and section theorem

本文中，在序拓扑空间框架下，我们得到了广义KYFAN不等式，KYFAN截口定理等非线性分析中的重要定理。

In this paper , we obtain the generalized Ky Fan inequality , Ky Fan section theorem etc in topological ordered spaces .

一般化凸空间上等价于KYFAN型重叠定理的截口问题

Section problems equivalent to Ky Fan type coincidence theorems on generalized convex spaces

局部凸H-空间中的KYFAN型截口定理及其应用

A Section Theorem of Ky Fan Type in Locally Convex H-Spaces and its Applications

一般化凸空间上截口定理对vonNeumann型择一不等式的应用

Applications of section theorem to Von Neumann type alternative inequalities on generalized convex spaces

作为应用，在非紧超凸度量空间中，研究了KYFAN截口问题和相交问题，并新建了两个KYFAN重合定理。

As application , in noncompact hyperconvex metric spaces , Ky Fan section question and intersection question are studied , and two new coincidence theorems are established .

通过在G-凸空间上引进向量映射的拟凸性概念及截口引理，得到一些向量极小极大定理，推广了陈光亚、Li和Wang等的主要结果。

By introducing the section lemma and the concept of quasiconvexity for vector-valued mappings on G-convex space , we establish some vector minimax inequalities that generalizes some main results of G. Y. Chen , Li and Wang .

本文探讨了旋转抛物面的反射特性，指出了抛物面上任一点P的反射光锥与焦平面相截的截口曲线分别为圆、椭圆、抛物线、双曲线和两条相交直线。

Theoretical analysis of the reflective characteristics of paraboloidal mirrors has shown that the cross ─ section intercepted by the cone of light reflected from any point of the parabola with the focal plane would be respectively a circle , ellipse parabola , hyperbola or two cross lines .

本文先讨论了一个KYFAN截口定理的随机化形式，然后利用它讨论了一个隐式随机向量值变分不等式和一个显式随机向量值变分不等式的随机解的存在性。

This paper firstly studies a random form of Ky Fan section theorem and then deals with the existence of measurable solutions of an implicit random vector variational inequality and an explicIt random vector variational inequality .

广义的Fan-Ha截口定理

Generalized Fan - Ha section theorem

具有H-凸截口的非紧集的交定理及其应用

Intersection Theorems Concerning Noncompact Sets with H-Convex Sections and Their Applications

一个ky－Fan型截口定理及相关结果

A Section Theorem of Ky Fan Type and Related Results

乘积测度的表示与集的截口的测度的可测性

Representation of product measure and measurability of measures of sections of sets

并且用截口定理直接证明了多值映射的一个重合定理。

A coincidence theorem on set-valued mapping is directly derived according to the section theorem .

局部截口定理与极大极小值问题

A Local Section Theorem and Minimax Problems

随机截口定理和随机变分不等式

Random Section Theorem and Randow Variational Inequalities

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

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

超有效点的截口性质

Section Property of Super Efficient Points

H-空间中的截口定理及其应用

Section Theorem in H-Spaces with Applications

其次，通过广义截口定理定理证明了一个广义向量均衡问题的存在性定理。

Secondly we prove the existence of generalized vector equilibrium problem by the Fan-Browde fixed point theorem .

利用计算代数几何工具，研究了平面截口的隐式代数曲面的光滑拼接问题。

Studed the blending of implicit algebraic surfaces with the intersections on planes by using algebraic geometry .

一类二次曲面的圆截口方程的求法

A Method for the Equation of Cyclic Section Between Plane and a Class of Quadric Reflection about Round objects

文章利用脐点的性质研究了二次曲面的圆截口问题，并给出了与二次曲面交线为圆的圆截口的方程的一种求法。

In this paper , we make use of the properties of the umbilic to research circle Section question of quadric in3-dimensional euclidean space .

在此方法中，构造一个与基本随机变量相关的虚拟随机过程，使得基本随机变量成为该随机过程的截口随机变量。

A virtual stochastic process is constructed so that the basic random variable becomes the value of the stochastic process at certain instants of time .

在局部凸空间上利用严有效性的纯量化特征，研究严有效点的截口性质及稠密性质。

Using scalar characterization of a strictly efficient point in Locally convene spaces , we study the section property and the density of strictly efficiency .

本文利用计算代数几何工具，研究了平面截口处的一类具有隐式GC~1连续的混合代数曲面的构造。

In this article we will study the constructive theory of a kind of implicit GC ~ 1 blending algebraic surfaces by using algebraic geometry .

首先给出一个合成公式，并证明了它对于完备性是封闭的；其次讨论截口问题。

First , we give a composition formula and prove the fact that this formula leaves invariant the affinecompleteness , then we study the sections problem .

给出了两个拓扑向量空间的乘积空间上截口定理，极小极大不等式及一个推广的不动点定理。

A section theorem , a minimax inequality and a generalized fixed point theorem where the underlying space is a product space of two topological vector spaces , are given .

某些新的非紧广义对策的平衡存在定理在局部凸拓扑矢量空间内被证明，其中约束对应既没有开图也没有开下截口。

Some new equilibrium existence theorems for noncompact generalized games are proved in locally convex topological vector spaces in which the constraint correspondences have neither the open graphs nor open lower sections .

基于概率密度演化的基本思想，构造一个虚拟随机过程，使得随机结构动力反应的极值为该虚拟随机过程的截口随机变量。

To obtain the probability density of the extreme value of the stochastic structural response , a virtual stochastic process , of which the extreme value response is the sectioned random variable , is firstly constructed .