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lattice matrix相关的网络例句

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In this paper, the determinant and adjoint for a lattice matrix are studied, and some properties of the determinant and adjoint for lattice matrices are given.

研究了格矩阵的行列式与伴随矩阵,给出了它们的一些代数性质,同时给出了由一个格矩阵构造一个传递矩阵的方法。

In this paper, we will investigate the matrix equation in composition over a complete Brouwerian lattice. First, we give an equivalent condition for the solvability of this equation, i.e. theorem 2.2.3 in this paper: The matrix equation in composition over a complete Brouwerian lattice is solvable iff is the minimal solution of this equation.

本文主要探讨完备Brouwer格上的型矩阵方程,首先给出该类矩阵方程可解的一个等价条件,即本文的定理2.2.3:完备Brouwer格上的型矩阵方程可解的充要条件是是它的解,且是最小解。

For Berman, it meant requiring the lattice integral points of , i.e., requiring that the basis for the lattice be the identity matrix .

对于Berman的方法,意味着需要空间的网格整数点,也就是需要网格的基是单位矩阵。

Based on the simulated aggregate distribution and the relative positions between the lattice beams and the aggregates, the stiffness matrix of each lattice beam was determined.

基于模拟所得的骨料分布和格构梁与骨料之间的相对位置,确定了每一个格构梁单元的刚度矩阵。

Support lattice transformation from conventional to non-conventional lattice by using matrix.

支持从传统到非晶格转变传统的用矩阵格。

Therefore, stick to the point, this paper carries through a useful explore and research, the two main points of the research as follows: 1. In order to better apply concept lattice to recommendation system, this paper proposes a lower time complexity and simple method for constructing formal concept lattice, which based on matrix operation.

针对这一问题,本文进行了有益的探索和研究,研究的主要内容为如下两方面: 1为了概念格能在协同推荐系统中得到更好的应用,本文提出了一种时间复杂度低、实现简单的建格方法——基于矩阵运算的建格方法。

Thenwe stressed the interval question of the previous research and extended theresearch of fuzzy matrix to the research of lattice matrix.

然后针对中外学者研究成果中区间问题,把模糊矩阵幂序列的研究推广到格矩阵上。

The results presented could be regarded as the development of the previ-ous research on fuzzy matrix.And the convergence problem is basically resolvedfor lattice matrix applying to the fields of nerve network.

本文建立的有关结果可以视为对以往关于模糊矩阵幂序列的收敛性的研究成果的发展,为格矩阵应用于神经网络等领域解决了收敛性问题。

The formation of martensite is accomplished by the immigration of well-defined glissile interface (121)fcc type and its misfit dislocations can produce the lattice invariant deformation on the basis of phenomenal theory of martensitic crystallography, however, LID is retarded slightly after the migration of interphase (121)fcc, i.e.a thin plate-like zone exists without LID in martensite near the well-defined interface. When the temperature reduces to the Ms point, the lattice parameter of austenite matrix is √3/2 times that of the martensite without LID. This critical condition for spontaneous transformation agrees with that the stack fault energy in matrix is less than zero according to Olson and Cohen's nucleation model.

通过模型分析表明:fcc/bcc马氏体形核与长大过程是通过(121)fcc型择优界面推移进行的,界面上的错配位错可以完成马氏体晶体学唯象理论要求的点阵不变变形,但LID要稍滞后于界面迁移,即在马氏体形核与长大过程中推移界面新相一侧存在一未发生LID的新相薄区;当相变温度达到马氏体相变点Ms时,母相奥氏体与这一薄区的晶格常数比为√3/2,这一几何条件和Olson-Cohen形核模型中要求扩展位错层错区界面能γ≤0是等价的。

A font is read at first to complete decoding; vector font is converted into lattice font, while non-vector font is converted into a standardized bitmap; moreover, the standardized bitmap obtained through decoding is stored as a quick compression lattice font file; then, lattice matrix transformation is realized through a word stock engine control module, a font information extraction module, a font carving frame core module and a font presentation module; finally, frame depiction is finished.

一种在终端上实现带边框字体的系统与方法,包括利用字体转换模块进行字体转换;即首先读取字体文件,进行解码;对于矢量字体,先转换为点阵字体,对于非矢量字体,转换为规范化的位图,把解码得到的规范化的位图,保存为快速压缩点阵字体文件;然后通过字库引擎控制模块,字体信息提取模块,字体雕刻边框核心模块和字体呈现模块实现点阵矩阵变换,刻画边框。

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