convex set造句
例句与造句
- Convex sets and functions have many interesting and useful properties which are not explored in detail here .
凸集和凸函数具有很多重要的和有用的性质，在此不作详细讨论。 - On the rough approximation of non - convex set
关于非凸集的粗糙近似 - On criteria of a kind of convex sets
凸集的判别准则 - Fuzzifying convex sets
不分明化凸集 - Regularly convex set
正则凸集合 - It's difficult to find convex set in a sentence. 用convex set造句挺难的
- Closed convex set
闭凸集合 - The concept of - generalized convex set - valued map is defined in linear topological space
在线性拓扑空间中，定义了-广义锥凸集值映射的概念。 - Super - resolution image reconstruction based on projections onto convex sets and line process modeling
基于凸集投影和线过程模型的超分辨率图像重建 - The overall closed - loop nonlinear system is proved to be stable on any known compact convex set by lyapunov theory
分析了小波网络对非线性重构给闭环系统带来的影响及消除的方法。 - Thirdly , this thesis focuses on the study of the principle , realization and steps of the projection onto convex sets methods
本文接着重点对凸集投影估计法的原理、实现方法及步骤进行了深入的研究。 - In this paper , we introduce a new concept of @ - exceptional family for variational inequality with general nonempty closed convex sets
在这篇文章中，一方面，我们利用例外簇来考察变分不等式解的存在性。 - Abstract : in this paper , a definition of cone - convex set - to - set mapping which domains are failed of linear sturcture is given , their basic properties are discussed
文摘:提出了锥凸集到集映射的概念，并讨论了这类映射的基本性质 - The theorem states that for a finite family a of at least d + 1 convex sets in r ~ ( d ) , if every d + 1 members of a have a point in common , then there is a point common to all the members of a . there are many gener - alizations of helly theorem
这些问题的共同特点是由几何元素出发，研究其抽象的关联性质。 helly定理是组合几何中一个非常重要的定理，由其衍生出的多种多样的问题统称helly型问题。 - General convex sets and convex functions : g - convex sets and g - convcx functions are investigated , some properties of which arc achieved , the cti - tcrions of g - convcx functions and g - quasiconvcx functions arc given , the theory of general convexity is deepen : two kinds of general variational inequality problems are studied
讨论了一类广义的凸集和凸函数： g -凸集和g -凸函数，得出了若干性质，给出了g -凸函数和g -拟凸函数的判别准则，丰富了广义凸性的内容；研究了两类广义的变分不等式问题。
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