线性代数及其应用 答案 学习指导 David C Lay


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英文版;暂时没有中文的,但是英文比较简单,一看就懂。
Brief contents INTRODUCTION HOW TO STUDY LINEAR ALGEBRA CHAPTER 1 LINEAR EQUATIONS IN LINEAR ALGEBRA CHAPTER 2 MATRIX ALGEBRA CHAPTER 3 DETERMINANTS CHAPTER 4 VECTOR SPACES CHAPTER 5 EIGENVALUES AND EIGENVECTORS CHAPTER 6 ORTHOGONALITY AND LEAST SQUARES CHAPTER SYMMETRIC MATRICES APPENdICEs TECHNOLOGY INDEX OF PROCEDURES AND TERMS INTRODUCTION TO MATLAB NOTES FOR THE MAPLE COMPUTER ALGEBRA SYSTEM NOTES FOR THE MATHEMATICA COMPUTER ALGEBRA SYSTEM NOTES FOR THE TI-83+/86/89 GRAPHIC CALCULATORS NOTES FOR THE HP-48G GRAPHIC CALCULATOR Copyright 2006 Pearson Addison-Wesley. All rights reserved Contents INTRODUCTION VIl Technology Supportⅶi Review materials on the web viii HOW TO STUDY LINEAR ALGEBRA ix Strategies for Success in Linear Algebra ix cHAPTER I LINEAR EQUATIONS IN LINEAR ALGEBRA Systems of Linear systems 1-1 2 Row Reduction and echelon forms 1-7 .3 Vector Equations 1-10_ 1. 4 The Matrix Equation Ax=b 1-15 Mastering Linear Algebra Concepts: Span 5 Solution sets of linear systems 1-20 6 Applications of Linear Systems 1-25 7 Linear Independence 1-29 Mastering Linear Algebra Concepts: Linear Independence 1. 8 Introduction to Linear Transformations 1-33 Mastering Linear Algebra Concepts: Linear Transformation Matrix of a linear transformation 1-37 Mastering Linear Algebra Concepts: Existence and Uniqueness 1. 10 Linear models in business. Science and engineering 1-42 Supplementary exercises 1-46 Glossary checklist 1-47 Copyright 2006 Pearson Addison-Wesley. All rights reserved CHAPTER 2 MATRIX ALGEBRA 1 Matrix Operations 2-1 2.3 Characterizations of Invertible Matrices 2-9 Expanded Table for the IMT 2-10 Mastering Linear Algebra Concepts: Reviewing and Reflecting 2.4 Partitioned Matrices 2-14 The Principles of Induction 2-20 2.5 Matrix Factorizations 2-20 Permuted LU Factorizations 2-24 2. 6 The Leontief Input-Qutput ModeL 2-2& 2.7 Applications to Computer Graphics 2-30 2.sUbspaces of R" 2-33 sterns oncepts: Subspace Column Space NulL Space Basis. 2.9 Dimension and rank 2-38 Expanded Table for the IM Mastering Linear Algebra Concepts: Dimension and Rank Supplementary Exercises 242. Glossary Checklist 2-42 chapteR 3 DETERMINANTS 3.1 Introduction to Determinants 3-1 3.2 Properties of Determinants 3-5 3.3 Cramer's rule, Volume and linear transformations 3-8 a Geometric proof 3-12 Glossary Checklist 3-13 CHAPTER 4 VECTOR SPACES Null Spaces, Column Spaces, and Linear Transformations 4-4 Copyright g 2006 Pearson Addison-Wesley. All rights reserved Mastering Linear Algebra Concepts: Vector Space, Subspace, Col A and Nul a 4.3 Linearly Independent sets: Bases 4-7 Mastering Linear Algebra concents: Basis 4.4Coordinate Systems 4-11 Isomorphic vector Spaces 4-12 4.5 The Dimension of a vector Space 4-16 4.6Rank4-19 Expanded Table for the IMT 4-21 Mastering Linear Algebra Concepts: Major Review of Key Concepts 4.7 Change of basis 4-24 4.8 Applications to Difference Equations 4-27 The Casorati Test 4-31 4.9 Applications to Markov Chains 4-32 Glossary Checklist 4-35 cHAPTER 5 EIGENVALUES AND EIGENVECTORS 5.1 Eigenvectors and eigenvalues 5-1 2 The Characteristic Equation 5. Factoring a polynomial 5-8 5.3D lization 5-9 Mastering Linear Algebra Concepts: Eigenvalue, Eigenvector Eigenspace 5.4 Eigenvalues and Linear Transformations 5.16 5.5 Complex Eigenvalues 5-19 5.6 Discrete Dynamical Systems 5-22 5.7 Applications to Differential Equations_ _5-26- 5.8 Iterative estimates for eigenvalues 5.29 Glossary Checklist 5-34 chaPTER 6 ORTHOGONALITY AND LEAST SQUARES 6.1 Inner Product Length and Orthogonality 6-1 6.oRthogonal Sets 6-2 Mastering Linear Algebra Concepts Orthogonal Basis Copyright 2006 Pearson Addison-Wesley. All rights reserved 6.3 Orthogonal Projections 6-5 6. 4 The Gram-Schmidt Process 6-9 6.5 Least-Squares Problems 6-12 6.6 Applications to Linear Models 6-16 he geometry of a line el6-19 6.7 Inner Product Spaces 6-20 6.8 Applications of Inner Product Spaces 6-22 The Linearity of an Orthoganal Proiection 6-25 Glossary Checklist 6-26 CHAPTER T SYMMETRIC MATRICES 7.1 Diagonalization of Symmetric Matrices 7-1 7.2 Quadratic Forms 7-6 Mastering Linear Algebra Concepts: Diagonalization and Quadratic Forms 7.3 Constrained Optimization 7-8 7.4 The Singular Value Decomposition 7-10 Computing an SVD 7-11 7.5 Applications to image Processing and Statistics 7-16 Supplementary Exercises 7-19 Glossary checklist 7-19 APPENDICES TECHNOLOGY INDEX OF PROCEDURES AND TERMS Technology Index of Procedures and Terms TECH-I INTRODUCTION TO MATLAB Getting Started with matlab ML-1 cript m-Files ML-3 Index of matlab Commands ML-5 Copyright 2006 Pearson Addison-Wesley. All rights reserved NOTES FOR THE MAPLE COMPUTER ALGEBRA SYSTEM Getting started with mapl Study guide Notes MP-4 ndex of Maple Commands MP-22 NOTES FOR THE MATHEMATICA COMPUTER ALGEBRA SYSTEM Getting Started with Mathematica MM-1 Study guide Notes MM-5 Index of mathematica commands MM-24 NOTES FOR THE TI-83+/86 /89 GRAPHIC CALCULATORS Getting Started with a TI-83+ Calculator TI-1 Getting Started with a TI-86 Calculator TI-2 Getting Started with a TI-89 Calculator TI-3 Study guide Notes TI4 Index of TI Calculator Commands T1-29 NOTES FOR THE HP-48G GRAPHIC CALCULATOR Getting Started with an hP-48G Calculator HP-1 Study guide Notes HP-2 Index of hp calculator commands hP-18 Copyright 2006 Pearson Addison-Wesley. All rights reserved L Brief Table of Contents[h Table of Contents Introduction This Study Guide is designed to help you succeed in your linear algebra course. It shows you how to study mathematics, to learn new material, and to prepare effective review sheets for tests. Key Ideas and Study Notes guide you through each section, with summaries of important ideas and tables that connect related ideas. Detailed solu tions to hundreds of exercises (usually every third odd exercise) allow you to check your work or help you get started on a difficult problem. Also, complete explanations are provided for each writing exercise whose answer in the text is only a"Hint " Study Tips point out important exercises, give hints about what to study, and sometimes high light potential exam questions. Frequent Warnings identify common student errors Dont ever take an exam without reviewing these warnings! The most important material in this Study Guide is on pages ix and x of this intro duction. Students who follow the strategies in How to Study Linear Algebra invariably achieve remarkable results in this course. You can be one of those students TECHNOLOGY SUPPORT If you are using technology with your course, you will need this Study Guide, Besides its valuable support for the course material, the Guide includes"Lab Manuals"for three com- puter programs and four graphic calculators. Everything you need to know about using this technology with your text is here. New commands are introduced gradually, and detailed instructions are given for their use, Also, data for more than 850 exercises from the text are stored in electronic files for each type of technology. You'lI save hours of time and avoid errors in typing. The files also contain special programs that reinforce basic concepts in the course. If your class is using MATLAB, Maple, or Mathematica, your files are probably already loaded on the school computer system or in specified labs. If you are using a TI 834, TI-86, TI-89, or HP-48G, your instructor may have plans to download the files to your calculator. In any case, you can always download the files yourself from the Web site: http:/www.laylinalgebra.com A ReadMe file with each data set describes how to incorporate the data into your soft- ware or load it into your calculator. The files on the Web will always reflect the latest versions available Special MATLAB boxes at the ends of many Study Guide sections explain how to use maTLAB for your homework, introducing simple commands as they are needed for the exercises. The first appendix at the back of the Guide contains a quick intro duction, Getting Started with MATLAB, and an index of MATLAB commands I courage you to try matLAB--it is easy to learn Copyright 2006 Pearson Addison-Wesley. All rights reserved E Brief Table of Contents Et Table of Contents VIll INTRODUCTIoN Notes for the Maple and Mathematica computer algebra systems and for the TI-83+/86/89 and HP-48G graphic calculators are included in the last four appendices to this Study Guide. The notes correspond to the MATLAB boxes and translate MAT LAB commands into syntax appropriate for the other technologies. Each set of notes has its own index. Whenever you see a MATLAB box in this Guide, turn to the appro priate appendix for help with your technology The following faculty members wrote the notes and developed the special pro grams Maple Douglas Meade, University of South Carolina, Columbia, SC Mathematica Lyle Cochran, Whitworth College, Spokane, WA TI-83+/86/89 Michael Miller, Western Baptist College, Salem, OR HP-48G Thomas W. Polaski, Winthrop University, Rock Hill, SC Also, Professor Jeremy Case, of Taylor University, Marion, IN, helped with the data and other materials involving MATLAB. These colleagues have given good advice based on teaching with our text and Study Guide. I appreciate their contributions to this revision of the study guide REVIEW MATERIALS ON THE WEB In addition to the help in this Study Guide, I have provided some material on the Web that my students really appreciate-review sheets and practice exams. Please heed the advice below, because using these study aids in the wrong way can lead to a disaster at exam time. I suggest four steps to prepare for each exam 1. Assemble a review sheet. The Web review sheets reflect what I emphasize in my courses. If possible, you need to find out what your instructor expects of you. The three courses on the Web material vary somewhat in their content and approach and they organize the material differently. To construct a review sheet for one of our exams, you may need to combine parts of two sheets from the Web. Try to complete an initial review for an exam a day or two early. Hard to do, but worth the effort. Don' t read the sample exams! Studying from an old exam is a big mistake. Instead, study your lecture notes, looking for items that were emphasized in class. Read over your homework and old quizzes. I insist that my students learn key definitions, practically word for word. If they cannot write a definition prop- erly, they dont know what they are writing about 3. After the review, take the sample exam whose subject material most closely fits what your exam will cover. Find a quiet place and time when you can work the entire exam without stopping, and without looking at the text or your notes (Of course, skip any questions that are inappropriate for your course)Write your answers. Time yourself 4. Finally, after you have completed the test, look at the solutions. Identify the areas that need further review. If possible, find an example in the text related to an area in which you are weak. Cover up the solution to the example and try to write out the solution yourself. Peek, if necessary. Don't be reluctant to ask for help Copyright 2006 Pearson Addison-Wesley. All rights reserved

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2019-04-29
7.61MB
线性代数答案第五版 最新版
2009-11-01线性代数第五版答案,是最新版本,真正的第五版。
3.16MB
线性代数与应用(lay版)习题答案
2018-05-08线性代数与应用(lay版)习题答案 。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。。
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线性代数 D.C.Lay 学习指导指南(英文版)
2017-09-28线性代数及其应用 David C Lay 第三版 学习指导指南 英文版
4.8MB
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16.16MB
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2018-08-10线性代数及其应用第4版的课本和习题答案,机器学习必备! 请注意,是英文版的!
102.3MB
线性代数及其应用PDF,中文版,原著,David C.Lay
2019-04-03之前找了一本,看起来很模糊,于是用了PS批量处理,把这本属的对比度,清晰度都调整了以下,现在很适合阅读
46.71MB
线性代数及其应用(中文版).pdf
2016-11-27线性代数及其应用(中文版).pdf
31.19MB
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2018-12-29线性代数及其应用第五版英文原版,深入浅出讲解线性代数。dou ban高分。
73.43MB
《线性代数及其应用》中文PDF(第4版)+英文PDF(第5版)+习题指导.zip
2019-06-24《线性代数及其应用》中文PDF(第4版),573页,带书签目录,David C.Lay著,刘深泉等译。 《线性代数及其应用》英文PDF(第5版),579页,带书签目录,高清彩色配图,文字可以复制,Da
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线性代数及其应用 中文版(原书第3版,David C. Lay).pdf
2018-03-20avid C. Lay 在美国加利福尼亚大学获得硕士和博士学位。他是马里兰大学帕克学院数学系教授,同时还是阿姆斯特丹大学、阿姆斯特丹自由大学和德国凯泽斯劳滕大学的访问教授。Lay教授是“线性代数课程研
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线性代数及其应用 第三版 课后答案
2015-12-29线性代数及其应用 David C Lay 第三版 课后答案 英文版,部分习题答案
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《线性代数及其应用》中文PDF(第4版)+英文PDF(第5版)+习题指导
2019-07-17学习线性代数是学习计算机课程的基础,线性代数的很多思想应用在计算机课程中
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线性代数及其应用--中文版(原书第三版).pdf
2019-06-04线性代数及其应用--中文版(原书第三版).pdf
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第五版线性代数习题答案
2009-09-29有课后习题很答案,还 1. 已知线性变换: 求从变量x1 x2 x3到变量y1 y2 y3的线性变换. 有详解!
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线性代数及其应用英文版(附带全部答案)
2018-01-10线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,线性代数英文版,
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2018-08-03本书主要内容包括线性方程组、矩阵代数、行列式、向量空间、特征值与特征向量、正交性和最小二乘法、对称矩阵和二次型等。此外,本书包含大量的练习题、习题、例题等,便于读者参考。 本书是为普通高等院校非数学专
11.48MB
线性代数及其应用(原书第四版)习题解答
2018-07-28线性代数及其应用(原书第四版)习题解答,课后练习参考答案是英文的,不过不难懂,第四版和第三版的课后答案是不通用的,还请读者注意。
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线性代数及其应用 中文版原书第三版 D.C.Lay 高清扫描PDF带OCR可以标注
2017-11-17线性代数是处理矩阵和向量空间的数学分支,在现代科学的各个领域都有应用.本书是一本优秀的现代教材,给出最新的线性代数基本介绍和一些有趣应用,目的是帮助学生掌握线性代数的基本概念及应用技巧,为后续课程的学
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矩阵论及学习指导(带书签PDF)
2018-04-30矩阵论及学习指导(带书签PDF)是对《线性代数》的扩展,对从事AI工作必不可少的数学基础!
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线性代数学习指南(居余马、林翠琴).pdf
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线性代数及其应用 第四版 英文版 附带答案
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