These transformations group a set of mappings based on a given XPath expression condition.
这些转换根据给定的XPath表达式条件对映射进行分组。
An MTF transformation results in a set of mappings that relate objects among different models; an object unbound to any mapping is considered out of the scope of the transformation.
一个MTF转换的结果是一组映射，它们把不同模型中的对象联系起来；一个与任何映射都无关的对象被认为是位于转换域外的。
The mapping table allows the user to perform scalar mappings, which is to perform restructures that do not have set semantics and that do not change the dimensions of the structures.
映射表允许用户执行标量映射，也就是要执行没有组合语义且不更改结构维度的重构。
The mappings are described in general terms as well as through the use of an example that is applied throughout the document to illustrate the effect of the mapping on a simple set of CIM classes.
概括地描述了该映射，并使用了实例，该实例贯穿全文来说明对于简单cim类的映射效果。
To build the same example app in Struts you would need two action classes for the two buttons, each requiring its own set of action mappings.
要用Struts构建这个相同的示例应用程序，需要两个操作类用于两个按钮，每个类又需要它自己的一组操作映射。
Since the if, Else if, and Else refinements are container transforms, these containers provide a means to group a set of desired mappings based on a known condition.
由于if、Else if和Else细分都是容器转换，这些容器提供了一种方法来根据已知的条件对所需的映射进行分组。
In addition to default data type mappings, the wrapper libraries included in WebSphere Information Integrator also contain a set of default function mappings.
除了默认的数据类型映射，WebSphereInformation Integrator中的包装器库还包含一组默认的函数映射。
This paper gives some relation of U. S. C. and L. S. C. of set-valued mappings with closed and open property of image.
本文给出了集值映射的上半连续性和下半连续性同图象的闭性和开性间的一些关系。
Some results on continuous selections and semicontinuous selections of Set-valued mappings are given in this paper, where theorem 1 is an improvement of E.
给出关于集值映射连续选择和半连续选择的几个结果。 其中，定理1是E。
The concept of peripherally continuous mappings is extended to set-value and the conditions are given which set-value peripherally continuous mappings are continuous and connected mappings.
把单值边缘连续映射的概念推广到集值映射上，并且给出了集值边缘连续映射是连续映射与连通映射的条件。
In this paper, we mainly discuss the generic stability and the existence of essential connected components to equilibrium points of set-valued mappings.
本文主要从通有稳定性和本质连通区的角度系统地讨论了集值映射平衡点集的稳定性。
In this paper we obtain some fixed point theorems of nonexpansive mappings definited on star-shape set.
本文给出了定义在星形集上的单值(集值)非扩张映象的几个不动点定理。
A collectively fixed point theorem for a family of set-valued mappings defined on a product space of locally generalized convex uniform Spaces is first proved.
对一族定义在局部广义凸一致空间的乘积空间上的集值映射，给出了一个集族不动点定理。
Does research in a common fixed point theorem of fuzzy mappings in inequality conditions and the cut set is the nonempty closed bounded subsets of, while is complete metric space.
研究了在完备度量空间中一对模糊映象满足一些特定不等式条件，以及当其截集是中非空有界闭集时，该对模糊映象的公共不动点的存在性问题。
First, the notions of the measure of noncompactness and condensing set-valued mappings were introduced in locally FCuniform spaces without convexity structure.
首先在没有凸性结构的局部FC-一致空间内引入了非紧性测度和凝聚集值映象概念。
A new class KKM (X, y) of set-valued mappings with KKM property is introduced and studied in FC-spaces.
在FC -空间内引入和研究了一类新的具有KKM性质的集值映象类kkm (X,Y)。
The auxiliary principle technique is extended to study a class of generalized strongly nonlinear mixed variational-like inequalities for set-valued mappings without compact values.
延拓辅助原理的技巧研究一类取非紧值的集值映象的广义强非线性混合似变分不等式。
In this thesis, we mainly investigate the existences of fixed points for weakly inward 1-set-contraction mappings and monotone operators with their applications.
本文主要研究了弱内向1 -集压缩映象和单调算子的不动点的存在性定理及其应用。
This paper studies the stability of coincident points for set valued mappings and proves their generic stability in the sense of graph topology.
研究了集值映象重合点的稳定性，在集值映象的图象拓扑的意义下，证明了其重合点的通有稳定性。
The purpose of this paper is to introduce a new class of general mixed quasi-variational inclusions with fuzzy set-valued mappings.
本文引入一类新的带有模糊集值映象的一般混合拟变分包。
The purpose of this paper is to introduce a new class of general mixed quasi-variational inclusions with fuzzy set-valued mappings.
本文引入一类新的带有模糊集值映象的一般混合拟变分包。
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