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Riemannian相关的网络例句

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与 Riemannian 相关的网络例句 [注:此内容来源于网络,仅供参考]

In paper[3],Gu proved that the existence of splines on Riemannian Surfaces is equivalent to the existence of an affine atlas and presented a theoretical framework.

在文章[3]中,证明了在黎曼面上样条的存在性等价于黎曼面上仿射结构的存在性,并给出了样条建立的框架。

In Chapter 1,the history and sta-tus for control problem of wave equations and shalow shell models are reviewed,and then the main results of the thesis are summarized with necessary knowl-edge about Riemannian geometry introduced.

第一章介绍波动方程和浅壳控制问题的历史和现状,并给出了所需的黎曼几何预备知识以及本文的主要结果。

Two novel conformal transformations were proposed based on the Riemannian geometry theory and S.

以黎曼几何为理论依据,基于S。

This error comes from Einstein's theory of measurement which adapts the notion of distance in Riemannian geometry as if it were valid in physics.

该错误来自爱因斯坦的测量理论採取了黎曼几何的距离概念,作為物理学上有效。

In this thesis, we study the boundary control problems for the thin shell with a middle surface of any shape by applying Riemannian geometry method.

本文应用Riemann几何方法研究中面为任意形状的薄壳的边界控制问题,在可验证的几何条件下得到边界反馈镇定与能观测性不等式,共分七章。

This course should help students master definitions, basic peoperties and methods of differentiable and Riemannian manifolds, increase their ability from parts to a whole.

通过本课程的学习,希望学生能初步掌握微分流形的基本概念、方法和技巧,学习从局部到整体的数学技巧。

According to the idea and theorem, this paper describes the algorithm of creating charts for two-dimensional Riemannian manifolds and presents the definitions of transition and blend functions.

按照算法思路和存在定理,详细描述了二维黎曼流形上创建坐标卡的算法,并给出流形上转换函数和混合函数的定义方法。

I will show systematically how we induce the kernel functions of support vector machine to the Riemannian metric,which makes possible for studying the support vector machine in geometry.

系统的 讲述了SVRM问题、如何构造SVRM的核函数和B样条核函数的几何修正。在这章我们详细的介绍了怎样来用支撑向量回归机解决拟合或逼近问题。

This paper first discusses the nature of the kernel function,and then based on Riemannian geometry dependent on the data structure and method,an improved modifying kernel function is proposed,the kernel function is a simple and less calculation method,which conformal factor and support vector irrelevant,compared with previous studies overcomes the impact of support vector's number and distribution.

首先讨论核函数的本质,并且基于黎曼几何结构和数据依赖的方法,提出了一种改进的修正核函数,改进后的核函数形式简单,计算量较低,其中保形因子与支持向量无关,较之于以前的研究克服了支持向量的数目和分布的影响。

In chapter 3, for sub-Riemannian manifolds we introduce the concept of nonholonomic connection and Shouten tensor.

第二章我们介绍了黎曼流形中的一些必要的基本知识和其上的变换论的一些主要结论。

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