IntroductiontoLinearAlgebra5th2016线性代数导论-讲义文档类资源

麻省理工线性代数课程专业用书，Gilbert Strang 线性代数导论 最新第五版，虽然是扫描版，但清晰度非常高，中间夹杂着电子版页面，目前网络上还没有完整电子版
Introduction to Linear Algebra, 5th EditionCopyright C2016 by Gilbert StrangISBN978-0-9802327-7-6All rights reserved. No part of this book may be reproduced or stored or transmittedby any means, including photocopying, without written permission fromWellesley-Cambridge Press. Translation in any language is strictly prohibitedauthorized translations are arranged by the publisherLTEX typesetting by Ashley C Fernandes(info@ problemsolvingpathway comPrinted in the United States of america9876543QA184.S782016512.593-14092Other texts from Wellesley Cambridge PressComputational Science and Engineering, Gilbert StrangISBN978-0-9614088-1-7Wavelets and Filter Banks, Gilbert Strang and Truong NguyenISBN978-0-9614088-7-9Introduction to Applied Mathematics, Gilbert StrangISBN978-0-9614088-0-0Calculus Third Edition(2017), Gilbert StranISBN978-0-9802327-5-2Algorithms for Global Positioning, Kai borre gilbert Strang ISBN 978-0-9802327-3-8Essays in Linear Algebra, Gilbert StrangISBN978-0-9802327-6-9Differential Equations and Linear Algebra, Gilbert Strang ISBN 978-0-9802327-9-0An Analysis of the Finite Element Method, 2008 edition, Gilbert Strang and george FixISBN978-0-9802327-0-7Wellesley-Cambridge Presslinearalgebrabook@gmail.comBox812060math. mit. edu/NWellesley Ma 02482 USaphone(781)431-8488www.wellesleycambridge.comfax(617)253-4358The website for this book is math. mit. edu/linearalgebraThe Solution Manual can be printed from that websiteCourse material including syllabus and exams and also videotaped lecturesare available on the book website and the teaching website: web. mit. edu/18.06Linear Algebra is included in MITs Open Course Ware site ocw.mit. eduThis provides video lectures of the full linear algebra course 18.06 and 18.06 SCMATLABOR is a registered trademark of The math Works. IncThe front cover captures a central idea of linear algebraAs= b is solvable when b is in the(red)column space of AOne particular solution y is in the(yellow )row space: Ay= bAdd any vector z from the(green)nullspace of A: Az =0The complete solution is a =y+z. Then A= Ay+ Az= bThe cover design was the inspiration of Lois Sellers and Gail CorbettA= LUA r=0 Rr=obmAr2.17 P3.44=bCa b AA y=by+24Ar= bC=A-Ib12Ar= b4EEA= LUA r= bATA4det A=06.1Aa=入a r= b01(mod19)4-1≡56210012100121111111111110001100033