linear algebra

All tese are important contents in the advanced linear algebra.

这一理论是高等代数教科书的重要内容.

This treatise use some mathematical Analysis methods and knowledge to prove several linear algebra problems.

为此,本文运用数学分析的有关知识和方法论证线性代数中的某些问题.

Ritz algorithm, for numerical linear algebra complete source code, has been tested.

丽嘉算法, 数值线性代数完整的源代码, 已经过测试.

Recursion is a new effective method for computing dense linear algebra.

递归算法是计算稠密线性代数的一种新的有效方法。

Application of the basic theorem of a system of linear equation to balancing chemical reaction equation-The improvement on linear algebra method

线性方程组的基本理论在配平化学方程式中的应用&改进的线性代数法

A New Exploration Of Introducing Two Abstract Concepts In Linear Algebra

关于线性代数中两个抽象概念讲解方法的新探索

These range from physics , and liner algebra , linear algebra to anthropology, political science, -- even schooldiving.

范围从物理, 线性代数到人类学, 政治科学, 甚至潜水.

Parallel Algorithm Research and Optimization of the YH Vectorized Linear Algebra Package

银河机向量线性代数库的并行算法研究及优化

This is a basic subject on matrix theory and linear algebra.

基本内容是讲授矩阵理论和线性代数.

Matrix proofs of several theorems in linear algebra are given.

摘要给出了线性代数中几个定理的矩阵证法.

Now, I finally understand that math, especially linear algebra are very useful.

读到研究生, 终于知道数学, 尤其是线性代数的用处了.

College: Differential and Integral Calculus , Differential Equations, Linear Algebra, Probability and Statistics, Discrete Math.

大学: 微积分, 微分公式, 线性代数, 概率和统计, 离散数学.

A Basic Design for the Examinatorial Questions' Storage of Linear Algebra on Engineering Course

工科线性代数试题库系统设计基础

Unified solution and application of real linear algebra equation system of several classes

几类实线性代数方程组的统一解法及应用

Redefine the free degree of Mathematical Statistics and improve the certification of in the second line from the bottom on page 377 of the teaching material by making use of the knowledge concerning quadratic type and matrix in linear algebra.

利用线性代数中二次型矩阵的有关知识，重新定义数理统计中的自由度，并对教材中的证明进行订正。

Utilizing Difference Equations to Solve the Problems in Linear Algebra and Probability and Statistics Artfully

利用差分方程巧解《线性代数》及《概率统计》中的问题

Spectral graph theory consists of matrices and its associated graph. It is a mathematical theory where linear algebra and graph theory meet together.

图谱理论把矩阵与图联系起来，它是一种把线性代数与图论结合起来的数学方法。

Teaching Reform and Practice of Linear Algebra and Space Analytic Geometry

线性代数与空间解析几何教学内容改革实践

As a part of linear algebra, theory of determinants is of a long history.

作为近世线性代数的一个基本分支，行列式理论却有着悠久的历史。

Systems of linear differential equations can be handled by using the methods of linear algebra.

线性微分方程组可以应用线性代数中的方法求解.

Goal | Establish the fundamental background of linear algebra.

|课程目标|绍基本线性代数的内容,强调各个主题的计算与几何观念.

Even though the book's material requires some mathematical maturity, the only prerequisite is linear algebra.

即使书中的材料要求一些完善的数学知识, 唯一的前提是线性代数.

Numerical topics include dense and sparse linear algebra, N body problems, and Fourier transforms.

课程的数学主题包括稠密╱稀疏线性代数 、 N体问题和傅立叶变换.

In recent years, the trace function, as a linear transform from an extension victor space to its basic victor space, has been comprehensively employed to do researches concerning the algebra construction of finite field and the property of sequences.

近年来，迹函数作为一种从扩域向量空间到其基础域向量空间的线性变换，被广泛用于研究有限域的代数结构及序列密码的性质。

It is a large, multi-author, Fortran library for numerical linear algebra.

资讯科技是大, 多作家, 对于数字的线代数学的互传式译图书馆.

Abstract: This paper discusses the relation between congruent matrices and similar matrices in linear algebra and their use in geometry

本文讨论了线性代数中合同与相似之间的关系及在几何中的应用

Ordinary differential equations, Partial differential equations, Linear algebra, Special functions, Calculus of variation.

常微分方程, 偏微分方程, 线性代数, 简单特殊函数, 变分学.

The structure character of system transfer matrices can be used to solve a class of singular H ∞ control problem and a reduced order H ∞ controller can be constructed in explicit form either by linear matrix inequations method or two algebra Riccati equation method.

一类奇异H∞控制问题可以利用系统矩阵的结构特征通过线性矩阵不等式或2代数黎卡提方程方法直接显式构造得到降阶控制器。

Numerical topics include dense and sparse linear algebra, N-body problems, and Fourier transforms.

课程的数学主题包括稠密/稀疏线性代数 、 N体问题和傅立叶变换.

Despite these early developments, linear algebra has been developed primarily in the twentieth century.

尽管有这些早期的发展，线性代数已经制定了主要是在二十世纪。