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Fast Start Advanced Calculus (Synthesis Lectures on Mathematics and Statistics) PDF

195 Pages·2019·1.207 MB·English
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ℝ Series ISSN: 1938-1743 A S H L O C K Series Editor: Steven G. Krantz, Washington University in St. Louis Fast Start Fast Start Advanced Calculus Daniel Ashlock, University of Guelph F This book continues the material in two early Fast Start calculus volumes to include multivariate A Advanced S T calculus, sequences and series, and a variety of additional applications. These include partial S derivatives and the optimization techniques that arise from them, including Lagrange T A multipliers. Volumes of rotation, arc length, and surface area are included in the additional R T applications of integration. Using multiple integrals, including computing volume and center A of mass, is covered. The book concludes with an initial treatment of sequences, series, power D Calculus V series, and Taylor’s series, including techniques of function approximation. A N C E D C A L C U L U S Daniel Ashlock About SYNTHESIS This volume is a printed version of a work that appears in the Synthesis Digital Library of Engineering and Computer Science. Synthesis M O books provide concise, original presentations of important research and R G development topics, published quickly, in digital and print formats. A N & C L A Y store.morganclaypool.com P O O L Fast Start Advanced Calculus Synthesis Lectures on Mathematics and Statistics Editor StevenG.Kranz,WashingtonUniversity,St.Louis FastStartAdvancedCalculus DanielAshlock 2019 FastStartIntegralCalculus DanielAshlock 2019 FastStartDifferentialCalculus DanielAshlock 2019 IntroductiontoStatisticsUsingR MustaphaAkinkunmi 2019 InverseObstacleScatteringwithNon-Over-DeterminedScatteringData AlexanderG.Ramm 2019 AnalyticalTechniquesforSolvingNonlinearPartialDifferentialEquations DanielJ.Arrigo 2019 AspectsofDifferentialGeometryIV EstebanCalviño-Louzao,EduardoGarcía-Río,PeterGilkey,JeongHyeongPark,andRamón Vázquez-Lorenzo 2019 SymmetryProblems.ThneNavier–StokesProblem. AlexanderG.Ramm 2019 iv AnIntroductiontoPartialDifferentialEquations DanielJ.Arrigo 2017 NumericalIntegrationofSpaceFractionalPartialDifferentialEquations:Vol2– ApplicatonsfromClassicalIntegerPDEs YounesSalehiandWilliamE.Schiesser 2017 NumericalIntegrationofSpaceFractionalPartialDifferentialEquations:Vol1– IntroductiontoAlgorithmsandComputerCodinginR YounesSalehiandWilliamE.Schiesser 2017 AspectsofDifferentialGeometryIII EstebanCalviño-Louzao,EduardoGarcía-Río,PeterGilkey,JeongHyeongPark,andRamón Vázquez-Lorenzo 2017 TheFundamentalsofAnalysisforTalentedFreshmen PeterM.Luthy,GuidoL.Weiss,andStevenS.Xiao 2016 AspectsofDifferentialGeometryII PeterGilkey,JeongHyeongPark,RamónVázquez-Lorenzo 2015 AspectsofDifferentialGeometryI PeterGilkey,JeongHyeongPark,RamónVázquez-Lorenzo 2015 AnEasyPathtoConvexAnalysisandApplications BorisS.MordukhovichandNguyenMauNam 2013 ApplicationsofAffineandWeylGeometry EduardoGarcía-Río,PeterGilkey,StanaNikčević,andRamónVázquez-Lorenzo 2013 EssentialsofAppliedMathematicsforEngineersandScientists,SecondEdition RobertG.Watts 2012 v ChaoticMaps:Dynamics,Fractals,andRapidFluctuations GoongChenandYuHuang 2011 MatricesinEngineeringProblems MarvinJ.Tobias 2011 TheIntegral:ACruxforAnalysis StevenG.Krantz 2011 StatisticsisEasy!SecondEdition DennisShashaandMandaWilson 2010 LecturesonFinancialMathematics:DiscreteAssetPricing GregAndersonandAlecN.Kercheval 2010 JordanCanonicalForm:TheoryandPractice StevenH.Weintraub 2009 TheGeometryofWalkerManifolds MiguelBrozos-Vázquez,EduardoGarcía-Río,PeterGilkey,StanaNikčević,andRamón Vázquez-Lorenzo 2009 AnIntroductiontoMultivariableMathematics LeonSimon 2008 JordanCanonicalForm:ApplicationtoDifferentialEquations StevenH.Weintraub 2008 StatisticsisEasy! DennisShashaandMandaWilson 2008 AGyrovectorSpaceApproachtoHyperbolicGeometry AbrahamAlbertUngar 2008 Copyright©2019byMorgan&Claypool Allrightsreserved.Nopartofthispublicationmaybereproduced,storedinaretrievalsystem,ortransmittedin anyformorbyanymeans—electronic,mechanical,photocopy,recording,oranyotherexceptforbriefquotations inprintedreviews,withoutthepriorpermissionofthepublisher. FastStartAdvancedCalculus DanielAshlock www.morganclaypool.com ISBN:9781681736563 paperback ISBN:9781681736570 ebook ISBN:9781681736587 hardcover DOI10.2200/S00948ED1V01Y201908MAS030 APublicationintheMorgan&ClaypoolPublishersseries SYNTHESISLECTURESONMATHEMATICSANDSTATISTICS Lecture#30 SeriesEditor:StevenG.Kranz,WashingtonUniversity,St.Louis SeriesISSN Print1938-1743 Electronic1938-1751 Fast Start Advanced Calculus Daniel Ashlock UniversityofGuelph SYNTHESISLECTURESONMATHEMATICSANDSTATISTICS#30 M &C Morgan &cLaypool publishers ABSTRACT ThisbookcontinuesthematerialintwoearlyFastStartcalculusvolumestoincludemultivari- atecalculus,sequencesandseries,andavarietyofadditionalapplications.Theseincludepartial derivativesandtheoptimizationtechniquesthatarisefromthem,includingLagrangemultipli- ers.Volumesofrotation,arclength,andsurfaceareaareincludedintheadditionalapplications ofintegration.Usingmultipleintegrals,includingcomputingvolumeandcenterofmass,iscov- ered.Thebookconcludeswithaninitialtreatmentofsequences,series,powerseries,andTaylor’s series,includingtechniquesoffunctionapproximation. KEYWORDS partial derivatives, multivariate optimization, constrained optimization, volume, arc-length,surfaceintegrals,multipleintegrams,series,powerseries

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