资源描述：
《Duffy D.G. Advanced Engineering Mathematics with MATLAB (2nd ed.,Chapman&Hall CRC,2003)(en)(968s)》由会员上传分享，免费在线阅读，更多相关内容在学术论文-天天文库。
1、ADVANCEDENGINEERINGMATHEMATICSwith®MATLABSECONDEDITIONADVANCEDENGINEERING®MATHEMATICSwithMATLABSECONDEDITIONDeanG.DuffyCHAPMAN&HALL/CRCACRCPressCompanyBocaRatonLondonNewYorkWashington,D.C.ThiseditionpublishedintheTaylor&Francise-Library,2009.Topurchaseyourownc
2、opyofthisoranyofTaylor&FrancisorRoutledge’scollectionofthousandsofeBookspleasegotowww.eBookstore.tandf.co.uk.Thisbookcontainsinformationobtainedfromauthenticandhighlyregardedsources.Reprintedmaterialisquotedwithpermission,andsourcesareindicated.Awidevarietyofr
3、eferencesarelisted.Reasonableeffortshavebeenmadetopublishreliabledataandinformation,buttheauthorandthepublishercannotassumeresponsibilityforthevalidityofallmaterialsorfortheconsequencesoftheiruse.Neitherthisbooknoranypartmaybereproducedortransmittedinanyformor
4、byanymeans,electronicormechanical,includingphotocopying,microfilming,andrecording,orbyanyinformationstorageorretrievalsystem,withoutpriorpermissioninwritingfromthepublisher.TheconsentofCRCPressLLCdoesnotextendtocopyingforgeneraldistribution,forpromotion,forcre
5、atingnewworks,orforresale.SpecificpermissionmustbeobtainedinwritingfromCRCPressLLCforsuchcopying.DirectallinquiriestoCRCPressLLC,2000N.W.CorporateBlvd.,BocaRaton,Florida33431.TrademarkNotice:Productorcorporatenamesmaybetrademarksorregisteredtrademarks,andareus
6、edonlyforidentificationandexplanation,withoutintenttoinfringe.VisittheCRCPressWebsiteatwww.crcpress.com©2003byChapman&Hall/CRCNoclaimtooriginalU.S.GovernmentworksISBN0-203-00877-4Mastere-bookISBNInternationalStandardBookNumber1-58488-349-9ContentsDedicationAck
7、nowledgmentsIntroduction1ComplexVariables11.1ComplexNumbers11.2FindingRoots71.3TheDerivativeintheComplexPlane:TheCauchy-RiemannEquations11231.4LineIntegrals1.5TheCauchy-GoursatTheorem291.6Cauchy’sIntegralFormula331.7TaylorandLaurentExpansionsandSingularities37
8、1.8TheoryofResidues461.9EvaluationofRealDefiniteIntegrals521.10Cauchy’sPrincipalValueIntegral632First-OrderOrdinaryDifferentialEquations702.1ClassificationofDifferentialEquations70
