超清晰可修改版Introduction to Linear Algebra(5th edition)【Gilbert Strang】下载 [问题点数：0分] Introduction to Linear Algebra, Fifth Edition.pdf
<em>下载</em>地址： Introduction to Linear Algebra, Fifth Edition.pdf
Linear Algebra - Lesson 1. 方程组的集合解释
Introduction课程代码 : MIT 18.06 课程配套教材 : Introduction to Linear Algebra 课程在线网址 : web.mit.edu/18.06 在线网址里有习题和matlab代码等资源.N <em>linear</em> equations, N unknows - 方程式组和矩阵方程式组和矩阵之间存在天然的联系. 即方程式组可以用矩阵的形式很优雅的表达出来.
Introduction to Linear Algebra 学习笔记(一)

Introduction to Linear Algebra Lecture 1
0. 提纲 n <em>linear</em> equations, n unknuwns (n个未知数的n个线性方程组) Row Picture（行图像） （重要） Column Picture（列图像） Matrix form（矩阵形式） 1.方程组： 2x - y = 0 -x + 2y = 3 矩阵： 2 -1 x = 0 -1 2 y 3 A X = bRow picture: 做出

Week 1 | 3_Linear Algebra 第 1 题 Let two matrices be A=,B=[−2−592]A = \begin{bmatrix} 4 & 3 \\ 6 & 9 \end{bmatrix}, \;\;\;\;\;\;\;\;\;\; B = \begin{bmatrix} -2 & 9 \\ -5 & 2 \end{bmatrix
Introduction to Linear Algebra, 4th edition-Gilbert Strang
Introduction to Linear Algebra, 4th <em>edition</em> 这个我想就不用多说了吧，需要的人很需要
Introduction to Linear Algebra(5th edition 2016),GILBERT STRANG
GILBERT STRANG的线性代数导论第五版，高清文字版，可以作为文本直接复制粘贴。
Introduction to Linear Algebra 5th Gilbert Strang

Introduction to Linear Algebra,5ed by Gilbert Strang
MIT线性代数公开课指导书第五版. 本资源一共分为五卷， 请分别<em>下载</em>
Introduction to Linear Algebra 5th Edition Gilbert Strang 扫描 PDF 带目录
MIT 大牛Gilbert Strang 编写的《 Introduction to Linear Algebra》第五版 2016年出版的，是网易公开课http://open.163.com/special/opencourse/daishu.html：MIT公开课：线性代数的指定教程，视频中所讲的新的内容在第四版中没有，在这个版本中有对应的章节。配套此教材同时观看Gilbert Strang大牛的公开课，深入掌握线性代数不再是难事！
Introduction to Linear Algebra 4ED 学习笔记（1）
Introduction to Linear Algebra 4ed 学习笔记

3.线性代数回顾(Linear Algebra Review) 文章目录3.线性代数回顾(Linear Algebra Review)3.1 矩阵和向量3.2 加法和标量乘法3.3 矩阵向量乘法3.4 矩阵乘法3.5 矩阵乘法的性质3.6 逆、转置 如需系统学习有关机器的数学基础知识（高数、线性代数、概率论与数理统计），参见CSDN博客链接。 3.1 矩阵和向量 如图：这个是4×2矩阵，即4行2列...
LAPACK — Linear Algebra PACKage
http://www.netlib.org/lapack/
A的LU分解-线性代数课时4（MIT Linear Algebra , Gilbert Strang）
这是Strang教授的第四讲，讲解的内容是矩阵的LU分解，LU分解是线性代数中矩阵的一个重要分解，它将原矩阵分解成一个下三角阵和一个上三角阵的乘积形式，L和U源于字母Lower和Upper。矩阵的LU分解在教授讲解矩阵消元过程中就已经初见端倪了（矩阵消元-线性代数课时2（MIT Linear Algebra , Gilbert Strang）。 A=LU         A=L...
B - Linear Algebra Test————只给思路
B - Linear Algebra Test————只给思路 https://cn.vjudge.net/contest/285982#problem/B 因为值的范围是1e9； 所以不可能a[1e9] 这么大的数组（占内存） 因为需要多次查找 创建一个普通的结构体 struct{ int a； i...
Introduction to Linear Algebra（Gilbert Strang 第5版习题解答）
MIT教授Gilbert Strang第5版《Introduction to Linear Algebra》习题解答，很<em>清晰</em>
Introduction to Linear Algebra 5th Edition by GILBERT STRANG
Introduction to Linear Algebra <em>5th</em> Edition by GILBERT STRANG 线性代数基础第五版（英文版）高清无水印，美国大学本科线性代数教材

Introduction to Linear Algebra 5th 2016 高清扫描版带目录 Gilbert Strang
Gilbert Strang编著的Introduction to Linear Algebra <em>5th</em>，线性代数导论第五版，高清扫描版带目录，适合打印或浏览自学。对矩阵投影和最小二乘法的介绍尤为精妙

G Strang的经典著作 Introduction to Linear Algebra （完美版，第三版，MIT课程教材）压缩包1/2
G Strang的经典著作： Introduction to Linear Algebra，迄今我见过最好的一个版本，所以分享给大家。 第三版，2003年出版。MIT课程用书，开放课程里有对应的课程视频的。希望对您有用！ （共两个压缩包，请一起<em>下载</em>后解压。）
Introduction to Linear Algebra 5th 2016 高清版本【附习题答案】【附高清TOC和cover】
Introduction to Linear Algebra <em>5th</em> 2016 高清资源，包括习题答案，及官网TOC。PDF可编辑。
G Strang的经典著作 Introduction to Linear Algebra （完美版，第三版，MIT课程教材）压缩包2/2
G Strang的经典著作： Introduction to Linear Algebra，迄今我见过最好的一个版本，所以分享给大家。 第三版，2003年出版。MIT课程用书，开放课程里有对应的课程视频的。希望对您有用！ （共两个压缩包，请一起<em>下载</em>后解压。）
Introduction to LInear Algebra,5th edition-Gilbert Strang

Introduction to Linear Algebra, 4th edition--Gilbert Strang（英文清晰目录）
Introduction to Linear Algebra, 4th <em>edition</em>--Gilbert Strang（中文<em>清晰</em>目录）
Introduction to Linear Algebra_5th_2016_ by Gilbert Strang (MIT-完美文字版）
Introduction to Linear Algebra_<em>5th</em>_2016_by Gilbert Strang 线性代数，带书签，文字版，非扫描（完美版）
Introduction to Linear Algebra, 5th edition
Introduction to Linear Algebra, <em>5th</em> <em>edition</em>，国外备受好评的线性代数教材原书，值得参考学习。
Solution Manual for Introduction to Linear Algebra, Fifth Edition
Gilbert Strang的Introduction to Linear Algebra的答案。答案来自http://math.mit.edu/<em>linear</em><em>algebra</em>/，我只是把所有文件合并后加了书签而已。 免JiFen<em>下载</em>: https://pan.baidu.com/s/1pNj0HcB 密码: h5bu
Introduction to Linear Algebra, 4th edition--Gilbert.PDF
MIT线性代数课程课本（英文版） 教师为Gilbert Strang，相关网上资源可找到。
Introduction to Linear Algebra （Gilbert Strang）第五版） 第五版

Introduction to Linear Algebra, 3rd,4th,5th 三合一加所有题解
Introduction to Linear Algebra, 3rd,4th,<em>5th</em> 教材 三合一加所有题解. 目前 <em>strang</em>的线性代数导论的三个<em>清晰</em>版本，第三，第四，第五版以及他们的习题解答 。最<em>清晰</em>，没有之一。良心三合一。
Linear Algebra and Its Applications.pdf 4th Gilbert Strang 带书签
Linear Algebra and Its Applications Fourth Edition Gilbert Strang Preface 0 1 Matrices and Gaussian Elimination 1 1.1 Introduction 1 1.2 The Geometry of Linear Equations 4 1.3 An Example of Gaussian Elimination 13 1.4 Matrix Notation and Matrix Multiplication 21 1.5 Triangular Factors and Row Exchanges 36 1.6 Inverses and Transposes 50 1.7 Special Matrices and Applications 66 1.8 Review Exercises 72 2 Vector Spaces 77 2.1 Vector Spaces and Subspaces 77 2.2 Solving Ax = 0 and Ax = b 86 2.3 Linear Independence, Basis, and Dimension 103 2.4 The Four Fundamental Subspaces 115 2.5 Graphs and Networks 129 2.6 Linear Transformations 140 2.7 Review Exercises 154 3 Orthogonality 159 3.1 Orthogonal Vectors and Subspaces 159 3.2 Cosines and Projections onto Lines 171 3.3 Projections and Least Squares 180 3.4 Orthogonal Bases and Gram-Schmidt 195 3.5 The Fast Fourier Transform 211 3.6 Review Exercises 221 4 Determinants 225 4.1 Introduction 225 4.2 Properties of the Determinant 227 4.3 Formulas for the Determinant 236 4.4 Applications of Determinants 247 4.5 Review Exercises 258 5 Eigenvalues and Eigenvectors 260 5.1 Introduction 260 5.2 Diagonalization of a Matrix 273 5.3 Difference Equations and Powers Ak 283 5.4 Differential Equations and eAt 296 5.5 Complex Matrices 312 5.6 Similarity Transformations 325 5.7 Review Exercises 341 6 Positive Definite Matrices 345 6.1 Minima, Maxima, and Saddle Points 345 6.2 Tests for Positive Definiteness 352 6.3 Singular Value Decomposition 367 6.4 Minimum Principles 376 6.5 The Finite Element Method 384 7 Computations with Matrices 390 7.1 Introduction 390 7.2 Matrix Norm and Condition Number 391 7.3 Computation of Eigenvalues 399 7.4 Iterative Methods for Ax = b 407 8 Linear Programming and Game Theory 417 8.1 Linear Inequalities 417 8.2 The Simplex Method 422 8.3 The Dual Problem 434 8.4 Network Models 444 8.5 Game Theory 451 A Intersection, Sum, and Product of Spaces 459 A.1 The Intersection of Two Vector Spaces 459 A.2 The Sum of Two Vector Spaces 460 A.3 The Cartesian Product of Two Vector Spaces 461 A.4 The Tensor Product of Two Vector Spaces 461 A.5 The Kronecker Product A­B of Two Matrices 462 B The Jordan Form 466 C Matrix Factorizations 473 D Glossary: A Dictionary for Linear Algebra 475 E MATLAB Teaching Codes 484 F Linear Algebra in a Nutshell 486
ntroduction to Linear Algebra(完整版)
Introduction to Linear Algebra (3rd Ed.) by Gilbert Strang.绝对完整 这本书是MIT的线性代数课使用的教材，也是被很多其它大学选用的经典教材。它的难度适中，讲解<em>清晰</em>，重要的是对许多核心的概念讨论得比较透彻。
Introduction to Linear Algebra 5th 2016 线性代数导论

Introduction to Linear Algebra 4th edition英文版线性代数导论PDF

Linear Algebra and Its Applications习题解答
Linear Algebra and Its Applications习题解答
Introduction to Linear Algebra(第四版答案).pdf

Linear algebra and it's application 4th 答案solution manual.pdf
Linear <em>algebra</em> and it's application 4th 答案solution manual 原版非扫描
Introduction to Linear Algebra(Strang)
ntroduction to Linear Algebra(Strang)
Linear Algebra and Its Applications 第四版 [Gilbert Strang]
MIT经典线性代数教材（第四版） Linear Algebra and Its Applications; 4th <em>edition</em>; Gilbert Strang
Differential Equations and Linear Algebra(4th) 无水印原版pdf
Differential Equations and Linear Algebra(4th) 英文无水印原版pdf 第4版 pdf所有页面使用FoxitReader、PDF-XChangeViewer、SumatraPDF和Firefox测试都可以打开 本资源转载自网络，如有侵权，请联系上传者或csdn删除 查看此书详细信息请在美国亚马逊官网搜索此书

这是Strang 教授的第一讲，引出线性代数的核心问题：求解线性方程组，在几何空间中直观的理解方程组的解表达的意义，理解在线性代数中求解方程组的核心思想：寻找系数矩阵A列向量的某个或某些线性组合，使得线性组合的结果向量等于b。两个核心的概念：线性方程组的行图像和列图像，其中列图像尤为重要。 举例说明线性方程组航图像和列图像的概念： e.x.  有2个方程2个未知数的线性方程组：...

Introduction to Linear Algebra 4th Edition Gilbert Strang Solution Manual for Introduction to Linear Algebra <em>5th</em> Edition Gilbert Strang Linear Algebra and Its Applications 4th Edition Gilbert Strang
Introduction to Linear Algebra, Fifth Edition (2016)
MIT教授 Gilbert Strang的Introduction to Linear Algebra, Fifth Edition (2016)，可与该线性代数的公开课一起学习，其中有部分页面是扫描版，不是特别清楚
Linear+Algebra+and+Its+Applications.pdf
Linear+Algebra+and+Its+Applications.pdf 原版书。
MIT 公开课：Gilbert Strang《线性代数》课程笔记（汇总）
MIT Open Course：Gilbert Strang Linear Algebra 麻省理工公开课：Gilbert Strang 线性代数 MIT 官方课程网站：https://ocw.mit.edu/courses/mathematics/18-06-<em>linear</em>-<em>algebra</em>-spring-2010/video-lectures/ 网易公开课（中文字幕）网站：http://ope
Introduction to linear regression analysis（第五版）

Linear Algebra and Its Applications 5th Edition (David C. Lay)全书9-10章及所有答案
Linear Algebra and Its Applications <em>5th</em> Edition (David C. Lay)全书9-10章及所有答案
Calculus-Gilbert Strang
MIT教授Gilbert Strang的经典教材，亚马逊五星。
Differential Equations and Linear Algebra, 4th Edition
Differential Equations and Linear Algebra (4th Edition) By 作者: C. Henry Edwards – David E. Penney – David Calvis ISBN-10 书号: 013449718X ISBN-13 书号: 9780134497181 Edition 版本: 4 出版日期: 2017-01-14 pages 页数: (768 ) Pearson纯净原版超清 \$204.4 For courses in Differential Equations and Linear Algebra. Concepts, methods, and core topics covering elementary differential equations and <em>linear</em> <em>algebra</em> through real-world applications In a contemporary <em>introduction</em> to differential equations and <em>linear</em> <em>algebra</em>, acclaimed authors Edwards and Penney combine core topics in elementary differential equations with concepts and methods of elementary <em>linear</em> <em>algebra</em>. Renowned for its real-world applications and blend of <em>algebra</em>ic and geometric approaches, Differential Equations and Linear Algebra introduces you to mathematical modeling of real-world phenomena and offers the best problems sets in any differential equations and <em>linear</em> <em>algebra</em> textbook. The 4th Edition includes fresh new computational and qualitative flavor evident throughout in figures, examples, problems, and applications. Additionally, an Expanded Applications website containing expanded applications and programming tools is now available. Contents Application Modules Preface 1 First-Order Differential Equations 2 Mathematical Models and Numerical Methods 3Linear Systemsand Matrices 4Vector Spaces 5Higher-Order Linear Differential Equations 6Eigenvalues and Eigenvectors 7 Linear Systems of Differential Equations 8 Matrix Exponential Methods 9 Non<em>linear</em> Systems and Phenomena 10 Laplace Transform Methods 11 Power Series Methods References for Further Study Appendix A:Existence and Uniqueness of Solutions Appendix B:Theory of Determinants Answers to Selected Problems
Introduction to Linear Algebra, 4th edition--Gilbert Strang
Introduction to Linear Algebra, 4th <em>edition</em>--Gilbert Strang <em>清晰</em>扫描版
Introduction to Linear Algebra (4th edition )
MIT 大牛Gilbert Strang 编写的《 Introduction to Linear Algebra》第四版 2016年出版的，是网易公开课http://open.163.com/special/opencourse/daishu.html：MIT公开课：线性代数的指定教程，视频中所讲的新的内容在第四版中没有，在这个版本中有对应的章节。配套此教材同时观看Gilbert Strang大牛的公开课，深入掌握线性代数不再是难事！
Introduction to Linear Algebra_4ED_Strang
Introduction to Linear Algebra，第四版，MIT线性代数经典教程。
Gilbert Strang-线性代数总结

introduction to linear algeba 5th pdf版

Calculus合集(James Stewart, Gilbert Strang)

Linear Algebra and Its Applications 4e Solutions Manual
LINEAR ALGEBRA AND ITS APPLICATIONS FOURTH EDITION SOLUTIONS MANUAL David C. Lay
Linear Algebra and Its Applications 5th Edition (David C. Lay)
Linear Algebra and its Applications publishes articles that contribute new information or new insights to matrix theory and finite dimensional <em>linear</em> <em>algebra</em> in their <em>algebra</em>ic, arithmetic, combinatorial, geometric, or numerical aspects. It also publishes articles that give significant applications of matrix theory or <em>linear</em> <em>algebra</em> to other branches of mathematics and to other sciences. Articles that provide new information or perspectives on the historical development of matrix theory and <em>linear</em> <em>algebra</em> are also welcome. Expository articles which can serve as an <em>introduction</em> to a subject for workers in related areas and which bring one to the frontiers of research are encouraged. Reviews of books are published occasionally as are conference reports that provide an historical record of major meetings on matrix theory and <em>linear</em> <em>algebra</em>.
Linear Algebra and its Application(4ed) Gilbert_Strang

Linear Algebra and Its Applications 5th Edition
Linear Algebra and Its Applications <em>5th</em> Edition 线性代数及其应用，计算机图形学基础
Learning from data
Machine learning allows computational systems to adaptively improve their performance with experience accumulated from the observed data. Its techniques are widely applied in engineering, science, finance, and commerce. This book is designed for a short course on machine learning. It is a short course, not a hurried course. From over a decade of teaching this material, we have distilled what we believe to be the core topics that every student of the subject should know. We chose the title `learning from data' that faithfully describes what the subject is about, and made it a point to cover the topics in a story-like fashion. Our hope is that the reader can learn all the fundamentals of the subject by reading the book cover to cover. ---- Learning from data has distinct theoretical and practical tracks. In this book, we balance the theoretical and the practical, the mathematical and the heuristic. Our criterion for inclusion is relevance. Theory that establishes the conceptual framework for learning is included, and so are heuristics that impact the performance of real learning systems. ---- Learning from data is a very dynamic field. Some of the hot techniques and theories at times become just fads, and others gain traction and become part of the field. What we have emphasized in this book are the necessary fundamentals that give any student of learning from data a solid foundation, and enable him or her to venture out and explore further techniques and theories, or perhaps to contribute their own. ---- The authors are professors at California Institute of Technology (Caltech), Rensselaer Polytechnic Institute (RPI), and National Taiwan University (NTU), where this book is the main text for their popular courses on machine learning. The authors also consult extensively with financial and commercial companies on machine learning applications, and have led winning teams in machine learning competitions.
Introduction to Linear Algebra Fifth Edition(part2)
Gilbert Strang 所著的 Introduction to Linear Algebra，英文版在 2016 年出到第五版，暂无中译本。这本通过直观形象的概念性解释阐述抽象的基本概念，同时辅以大量线性代数在各领域内的实际应用，对学习者非常友好。作者在麻省理工学院的 OCW 上开设了相应的视频课程，还配有习题解答、模拟试题等一系列电子资源。
GilbertStrang,KaiBorre-Linearalgebra,geodesy,andGPS(1997).pdf
Gilbert Strang的经典书籍 Because a hamster insisted on it.He told me to.For the love from him.Because some terrified mathematician knew it was a good idea.Some terrified and not very rich and not very tall good and rich engineer insisted on it.Can you rephrase that?Because they wanted it.Because they helped her.For the approval from Pete.Penny knew it was a good idea.She wanted it.For the love from a engineer.The customer is always right.Mara obeyed some not very tall programmer.For the love from Pete.A not excessively young engineer asked some terrified and not very good and good and young and tall and terrified and terrified and not excessively tall and rich bald hamster.The hamster wanted it that way.For the love of Penny.Why not?The system manager obeyed some system manager.It should be obvious.A very young not excessively rich system manager insisted on it.A very smart and not very young terrified system manager knew it was a good idea.They wanted it that way.How should I know?You wanted it.The bald very terrified mathematician insisted on it.They told me to.He insisted on it.Nausheen knew it was a good idea.To satisfy me.The bald bald good kid insisted on it.Because some very young mathematician obeyed a good hamster.To satisfy a smart tall and young and tall and good and very terrified and not very good and not very terrified and smart and good and not very rich and not excessively rich and rich system manager.A good and not excessively young terrified not very rich mathematician told me to.Because a young and terrified and good smart hamster wanted it.He wanted it that way.Nausheen told me to.Because you told me to.Some not excessively young and tall and bald and young engineer told a not very smart and smart system manager.In the beginning, God created the heavens and the earth...Can you rephrase that?She wanted it that way.Joe wanted it.A smart system manager wanted it.Some smart and terrified and smart and terrified hamster knew it was a good idea.A system manager told me to.It's your karma.Penny obeyed the rich engineer.Why not?For the love from her.Penny obeyed some hamster.A tall engineer knew it was a good idea.The devil made me do it.Mara told me to.Some bald and not very tall and young and terrified and young system manager asked all.For the love of a hamster.How should I know?It's your karma.It's your karma.For the love from a smart system manager.I suggested it.Don't you have something better to do?A hamster wanted it.Mary Ann helped a rich not very young kid.The young and young system manager insisted on it.You told a young and tall programmer.Some smart smart and tall and bald and rich and tall and good and not very tall hamster wanted it that way.Can you rephrase that?A rich and tall kid obeyed the system manager.You helped the rich engineer.Loren insisted on it.The not excessively smart programmer suggested it.Some mathematician obeyed a rich hamster.The terrified and not excessively young and terrified and tall and smart young and not excessively rich programmer obeyed a engineer.Because Loren knew it was a good idea.Joe obeyed the system manager.The hamster told me to.He wanted it that way.To satisfy her.You wanted it that way.Because Mara told me to.They insisted on it.The good and smart and not excessively good and good and bald and rich not excessively smart and very tall programmer wanted it.Some terrified and smart programmer wanted it.For the love of a bald terrified engineer.Because some not very young engineer knew it was a good idea.Because some tall programmer obeyed him.Cleve obeyed the terrified system manager.Cleve obeyed a not very bald programmer.Some very terrified and good and bald terrified and not excessively tall programmer obeyed some bald and good mathematician.The very tall hamster wanted it.Mary Ann told me to.Because a good system manager knew it was a good idea.Loren wanted it that way.Some very good system manager obeyed the young system manager.She told all.Nausheen knew it was a good idea.You suggested it.Some smart and smart very smart and terrified engineer wanted it that way.

3 - 1 - Matrices and Vectors         （向量是n行*1列的矩阵）Vecot: An n*1 matrix.（在数学中下标从1开始比较多，在机器学习中下标从0开始比较多） 3 - 4 - Matrix Matrix Multiplication         （在高度优化下，做到矩阵矩阵相乘高效的乘法）highly

这是Strang教授的第六讲，讲解的内容是线性代数里的俩个最重要向量子空间:列空间和零空间，同时还有上节课剩余的一点关于向量空间的问题。1.向量空间和子空间;2.列空间;3.零空间。 1.向量空间和子空间         这里还有一点关于向量空间和子空间的问题。假设有两个向量子空间P和L，回答下面两个问题：1.是向量子空间吗？2.是向量子空间吗？下面直接给出问题的答案：  ...
A Modern Introduction Linear Algebra, 4th
A Modern Introduction Linear Algebra, 4th <em>edition</em> 《现代线性代数导论》David Poole
MIT_Linear_Algebra_lec12: 网络图像 关联矩阵 基尔霍夫定律
Linear_Algebra_lec12: 网络图像 关联矩阵 基尔霍夫定律 143251243 这是一个网络图结构，节点+流向，可以表示复杂的关系，如电路结构，人物关系，网络结构。 关联矩阵 这种结构可以用矩阵加以表示。课中讲到的表示方法是，行代表边，列表示节点。图中有5条边，所以行数是5；有4个节点，所以列数是4. A=[−11000−110−1010−100100−11] A = \le...
Introduction to Applied Linear Algebra(应用线性代数概论)(英文版)

Linear_Algebra_and_Its_Applications-5th_Edition-David.C.Lay
David C.Lay 的线性代数及其应用第五版，英文版PDF，非扫描。
Linear Algebra and Its Applications 4ed黑白 Gilbert Strang
Gilbert Strang写的第4版Linear Algebra and Its Applications，全书黑白底色
Introduction to Linear Algebra
G Strang的经典著作 Introduction to Linear Algebra （完美版，第三版，MIT课程教材） 完整版

Open Source Machine Learning Degree Learn machine learning for free, because free is better than not-free. This website is inspired by the datasciencemasters/go and open-source-cs-degree github pa
Linear Algebra and Its Applications Fourth Edition by Gilbert Strang 带目录书签
Linear Algebra and Its Applications Fourth Edition Gilbert Strang Preface 5 1 Matrices and Gaussian Elimination 1 1.1 Introduction 1 1.2 The Geometry of Linear Equations 4 1.3 An Example of Gaussian Elimination 13 1.4 Matrix Notation and Matrix Multiplication 21 1.5 Triangular Factors and Row Exchanges 36 1.6 Inverses and Transposes 50 1.7 Special Matrices and Applications 66 1.8 Review Exercises 72 2 Vector Spaces 77 2.1 Vector Spaces and Subspaces 77 2.2 Solving Ax = 0 and Ax = b 86 2.3 Linear Independence, Basis, and Dimension 103 2.4 The Four Fundamental Subspaces 115 2.5 Graphs and Networks 129 2.6 Linear Transformations 140 2.7 Review Exercises 154 3 Orthogonality 159 3.1 Orthogonal Vectors and Subspaces 159 3.2 Cosines and Projections onto Lines 171 3.3 Projections and Least Squares 180 3.4 Orthogonal Bases and Gram-Schmidt 195 3.5 The Fast Fourier Transform 211 3.6 Review Exercises 221 4 Determinants 225 4.1 Introduction 225 4.2 Properties of the Determinant 227 4.3 Formulas for the Determinant 236 4.4 Applications of Determinants 247 4.5 Review Exercises 258 5 Eigenvalues and Eigenvectors 260 5.1 Introduction 260 5.2 Diagonalization of a Matrix 273 5.3 Difference Equations and Powers Ak 283 5.4 Differential Equations and eAt 296 5.5 Complex Matrices 312 5.6 Similarity Transformations 325 5.7 Review Exercises 341 6 Positive Definite Matrices 345 6.1 Minima, Maxima, and Saddle Points 345 6.2 Tests for Positive Definiteness 352 6.3 Singular Value Decomposition 367 6.4 Minimum Principles 376 6.5 The Finite Element Method 384 7 Computations with Matrices 390 7.1 Introduction 390 7.2 Matrix Norm and Condition Number 391 7.3 Computation of Eigenvalues 399 7.4 Iterative Methods for Ax = b 407 8 Linear Programming and Game Theory 417 8.1 Linear Inequalities 417 8.2 The Simplex Method 422 8.3 The Dual Problem 434 8.4 Network Models 444 8.5 Game Theory 451 A Intersection, Sum, and Product of Spaces 459 A.1 The Intersection of Two Vector Spaces 459 A.2 The Sum of Two Vector Spaces 460 A.3 The Cartesian Product of Two Vector Spaces 461 A.4 The Tensor Product of Two Vector Spaces 461 A.5 The Kronecker Product A­B of Two Matrices 462 B The Jordan Form 466 C Matrix Factorizations 473 D Glossary: A Dictionary for Linear Algebra 475 E MATLAB Teaching Codes 484 F Linear Algebra in a Nutshell 486
introdction to linear algebra
Gilbert Strang教授的<em>introduction</em> to <em>linear</em> <em>algebra</em> 非常好的一本书，带标签
Linear algebra and its applications
<em>introduction</em> to <em>linear</em> <em>algebra</em> Gilbert Strang 教授的另一本书
Linear Algebra【Stephen H. Friedberg】
This top-selling, theorem-proof book presents a careful treatment of the principle topics of <em>linear</em> <em>algebra</em>, and illustrates the power of the subject through a variety of applications. It emphasizes the symbiotic relationship between <em>linear</em> transformations and matrices, but states theorems in the more general infinite-dimensional case where appropriate. Chapter topics cover vector spaces, <em>linear</em> transformations and matrices, elementary matrix operations and systems of <em>linear</em> equations, determinants, diagonalization, inner product spaces, and canonical forms. For statisticians and engineers.

David Poole Linear Algebra A Modern Introduction
David Poole Linear Algebra A Modern Introduction 2011 3rd <em>edition</em>
Linear Algebra and Its Applications-线性代数及应用.pdf
Linear Algebra and Its Applications-线性代数及应用.pdf Linear Algebra and Its Applications-线性代数及应用.pdf Linear Algebra and Its Applications-线性代数及应用.pdf
Introduction to linear Algebra Fourth Edition GILBERT STRANG

Linear Algebra 4th Edition by Friedberg, Stephen H

Introduction to Algorithms- Third Edition 目录版（非扫描版）

Gilbert Strang线性代数著作超清PDF（英文版）
MIT 教授Gilbert Strang的四本著作，线性代数导论，微积分，线性代数及其应用，科学计算。网易公开课有作者的教学视屏，可以配合学习。资源来之不易，分享给大家。
Linear algebra with applications 第8版 steven leon pdf

linear algebra and its applications 4ed
<em>linear</em> <em>algebra</em> and its applications 4ed by Gilbert Strang
Linear Algebra and Its Applications 4ed.MIT Gilbert Strang 麻省线代公开课教材
Linear Algebra and Its Applications 4ed.MIT Gilbert Strang
【2018新书】应用线性代数，第2版（Applied Linear Algebra, 2nd Edition）
【2018新书】应用线性代数，第2版（Applied Linear Algebra, 2nd Edition），Springer出品新书
Introduction to Linear Algebra, 5th edition--Gilbert Strang
Ed 5, Gilbert Strang - Introduction to Linear Algebra (2016, Wellesley-Cambridge Press)，有书签，内容<em>清晰</em>，非扫描版本；
《线性代数及其应用》(美 第3版)（中文版）.pdf

Introduction to Applied Mathematics
Introduction_to_Applied_Mathematics Gilbert Strang PDF!

Gilbert Strang 英文版2016高清线性代数入门（Introduction to Linear Algebra）包括课后答案
Introduction to Applied Linear Algebra 英文版
《Introduction to Applied Linear Algebra》是斯坦福大学的最新专为机器学习编写的数学一本通，这个是EE103 (Stanford) and EE133A (UCLA)课程中使用的教材。要求为高中的基础就可以开始学习。

xp windows7启动项修复工具NTBOOTautofix v2.0.2下载