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The last two parts contain the four basic principles in Banach space, and the theory on the spectrum of operators.

最后两部分,Banach空间的四个基本定理和谱的一些基本性质和分类等。

Major results, such as the Sz.-Nagy Dilation Theorem, the Weyl-von Neumann-Berg Theorem and the classification of von Neumann algebras, are covered, as is a treatment of Fredholm theory.

主要成果,如Sz。,纳吉扩张定理,外尔,冯诺依曼,伯格定理与冯诺伊曼代数的分类,覆盖,就像一个Fredholm算子理论的待遇。

Firstly , using the conditional independence test built the Bayesian network structure , and desensitizes remote sensing data of study area . Secondly , applying Bayesian network theorem as classification principle classifies every single pixel to a pixel of maximum probability sort .

采用贝叶斯网络分类对具有典型干旱特征的库车县土壤盐渍化情况进行监测,首先应用条件独立性测试原理建立贝叶斯网络结构,把研究区遥感数据进行离散化,然后应用贝叶斯定理作为分类原则,将每个像元分为像元最大概率的类别。

And based on those measures two I/O linear scalable feature selection algorithms, StaFSOS and EnFSOS, are accurately constructed. 2 On the basis of Quotient Space theory and EnFSOS , granular transformation RBF classification model, GTM-CORBUNfast is constructed. The correctness of this model is proved by complete partial lattice, lattice tree search and property preserved theorems.

二、根据商空间理论,结合本文在特征选择和RBF神经网络的研究结果,给出了基于粒度变换的分类器构造模型GTM-CORBUN〓,并证明了其对应粒度变换的完备半序格、格树搜索和分类判别函数的性质保持性定理。

The hand back image is captured by the device made by ourselves. The articular skin texture is segmented and located by utilizing Canny operator. According to convolution theorem, the fast match algorithm of two articular skin textures is given.

利用自主设计的采集装置获得手背图像,由Canny算子分割并定位手指背关节皮纹,根据卷积定理,对要测试的两背关节皮纹进行快速配准,以相关分类器作为判据,检验两者是否为同一模式。

First, this paper, in the field of intrinsic geometry, studies the geometric problems on garment design, as well as applies the frame and semi-geodesic coordinates to prove the fundamental theorem of being a developable surface.

文中首先在内在几何学的层次上,研究了服装设计所涉及的几何学问题,应用标架与半测地坐标方法证明了曲面成为可展面的基本定理,研究了可展面的分类及其性质,考虑到服装三维几何造型的需要,证明了组合式可展面各组成片相切连接条件的命题,作为构造可展面的理论依据,证明了单参数平面族的包络面必为可展面的命题,在此基础上发展出服装几何造型的"刮大白"方法以及相关的三种构造可展面的解析方法。3D→2D的变换是三维服装CAD的重要内容之一,其几何学实质是曲面的定长映射,文中总结了定长映射即可展面在平面上展开的基本准则,在这一准则的指导下,结合服装设计与相关领域的要求,讨论了可展面在平面上展开的解析方法与数字方法,上述内容确立了服装设计几何学的基本框架。

We anew confirm every generated relation of non-commutative group of 16 orders by using Hlder, O.

通过群的同构分类的观点,分析了16阶非交换群的生成关系,并使用霍尔德定理、N/C定理及元素阶的分析,重新确定了16阶非交换群的生成关系。

The first part of the paper focuses on Saddlepoint Programming . It explicates SP's origin background, classification and relationship with other mathematical programing . The optimal conditions of SP has been proven and its geometric interpretation has been made.

文中首先讨论鞍点规划原理,阐明了这种规划产生的工程背景、分类、数学表述及其与一般数学规划的关系;证明了鞍点规划最优性条件的有关定理,并给出了几何解释。

The topics covered in these sections are the geometric interpretation of systems of linear equations, the classification of finite symmetry groups in two and three dimensions, the exponential of a matrix and its application to solving systems of first order linear differential equations with constant coefficients, and Hurwitz's theorem on the composition of quadratic forms.

这些条文所涉及的主题是线性方程组的几何解释,在两个和三个有限对称群的分类方面,一个矩阵及其应用,以解决一阶常系数线性差分方程,系统指数赫尔维茨定理在二次形式组成。

Moreover, an improved model is presented by using the concept of mating ratio, the average number of schistosome per person, and the corresponding threshold value, existence and stability of equilibriums are given.

对于新模型,得到了其平衡点的存在性定理,给出相应的阈值并对可能存在的3种情形分类,得到了解的全局稳定性定理。

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推荐网络例句

At the rear was an innovative combination transaxle with the gearbox, clutch, differential, and inboard-mounted drum brakes.

在后面是与变速箱,离合器,差的创新结合变速,和内侧安装鼓式制动器。

For more people can apprecaite and have the master work, there is reproduction painting appears in the market, the large various selection of paint,the high saturation of color plus the plentiful sfumato, to make the reproduction perfect copy and detail as original painting, so as to meet the requirment of amateurs who love art paintings,they do not need to pay high price to get classical paintings.

颜料色域广,色彩饱和度高,色彩层次丰富,图像色彩还原真实,能完美的复制原作,满足艺术爱好者欣赏,艺术爱好者们不用支付昂贵的价格就能拥有经典油画。

I hope you can acquire blessedness...

我希望你可以获得幸福。。。