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流形

网络manifold; manifolds; Shape Flow

流形

网络释义

流形

manifold

流形（Manifold），是局部具有欧氏空间性质的空间。而实际上欧氏空间就是流形最简单的实例。

manifolds

但是流形 (manifolds) 可以全域上扭曲压缩扩张，保持原来的关系等价，区域上又可以转换成欧氏空间用相减来计算距离，因此 …

Shape Flow

AE模版下载 - 电视人网站 ... 烟威斯普 Smoke Wisp 流形 Shape Flow 椭圆形办公室 Oval .. ...

Finsler manifolds Finsler

什么意思... ... fuel manifold 燃油歧管；燃油总管 Finsler manifolds Finsler 流形 Service Manifolds 服务阀组 ...

mani fol

【fol】什么意思_英语fol在线翻译_有道词典 ... Calcium Fol 亚叶酸钙注射液 mani fol 流形 FOL FiberOpticLaser 光纤激光器 ...

varietate

圆形竞技场 Romanian, 翻译, 发音, 字典... ... 剧场 teatru 流形 varietate 色差补正坡形 mapare gama ...

例句：

Pre-process of computational model used for numerical manifold method is usually difficult in practical applications.

数值流形方法的前处理一直是一个难题。

The new algorithm is applied to the algorithm of manifold learning and analyzed by experiment at the last part of the paper .

本文最后将改进后的自组织映射神经网络应用到流形学习算法中进行了简单的实验分析。

As a new learning framework , the diffusion method realizes dimensionality reduction in a diffusion processing .

作为一种新的流形学习框架，扩散映射通过在扩散过程中保持扩散距离进行降维。

The hidden manifold in the high dimensional space can be successfully embedded to a low dimensional space using KPCA.

核主元分析是一种非线性降维算法，能够把这种流形结构嵌入到低维空间。

The Locally Linear Embedding (LLE) algorithm is an effective technique for nonlinear dimensionality reduction of high-dimensional data.

局部线性嵌入（LLE ）算法是有效的非线性降维方法，时间复杂度低并具有强的流形表达能力。

The arithmetic will also be generalized to other designed manifold , so the stability and anti-disturbance ability will be improved .

该算法可以进一步推广到其他各种设计流形，从而提高磁悬浮系统的稳定性与抗干扰性。

The likelihood is fused with prior human poses in a Bayesian framework to specify the coordinates of the pose in the manifold space .

通过融合似然概率和人体姿态的先验概率，利用 Bayes 推理框架就可以求出输入的人体姿态在流形空间的坐标。

In addition , in the solution set of corresponding equation , the expression of the optimal approximation solution to given matrix is derived .

另外，导出了线性流形上矩阵方程的解集合中与给定矩阵的最佳逼近解的表达式。

Some sufficient condition to guarantee the existence of global invariant manifolds consisting zero homotopic closed orbits is gived.

同时给出了这类系统存在由第一类（零伦）闭轨组成的全局不变流形的条件。

slow manifolds are sufficiently close to zero-order slow manifolds .

慢流形与零阶慢流形是充分接近的。

Examples show that the NMM can rapidly improve the results by raising the order of cover function on a cone mesh .

算例表明，在粗网格情况下，通过提高覆盖函数的阶数，数值流形法可迅速提高计算精度。

In this paper, Lie group, Symplectic manifolds, Groupoids are treated as fundamental research subjects .

本文主要以李群、辛流形及群胚等为基本研究对象。

The intrinsic pose structure and silhouette are then deduced from these coordinates using a Gaussian process .

借助于 Gauss 过程，就可以从这个流形坐标推理出人体的姿态结构和外轮廓。

流形

流形