An introduction to chaotic dynamical systems

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1、AnIntroductiontoChaoticDynamicalSystemsSecondEditionRobertL.DevaneyDepartmentofMathematicsBostonUniversityAddison-WesleyPublishingCompany,Inc.TheAdvancedBookProgramRedwoodCity,CaliforniaMenloPark,CaliforniaReading,MassachusettsNewbrkAmsterdamDonMills,Ontar

2、ioSydneyBonnMadridSingaporeTokyoSanJuanWokingham,UnitedKingdomAnnouncinganewseries...Tibliiber.AllanM.WyldeKfa:KaraL.Garrison^dimrialCbonfinaiorAidaAdamsTomotionsManagerLauraLikelyChaoticdynamicshasbeenhailedasthethirdgreatscientificrevolutionofthe20thcentu

3、ry,alongwithrelativityandquantummechanics.Theexplosionofinterestinnonlineardynamicalsystemshasledtothedevelopmentofanew:ovenpublishingseries:AVV/>

4、smakesexcitingnewdevelopmentsinnonlinearstudies{thecomplexexponentialfunction(Chapteravailabletothescientificcommunity.Itisaunique,interdisciplinarypublishingprogramthatencompassesallareasofinterestinthenonlinearsciences,bothDatatheoreticalandapplied.Someto

5、picsofinterestinclude:LibraryofCongressCataloging-in-Publication1948-^DynamicalSystemsTheory3evaney.RobertL.,RobertL.Devaney.^ComputationalComplexityAnintroductiontochaoticdynamicalsystems/^FractalGeometry-2nded.^NonlinearPhenomenainthePhysicalandp.cm.Biolo

6、gicalSciences"Advancedbookprogram."^CodingTheoryBibliography:p.^NeuralNetworksIncludesindex.^DynamicalAlgorithmsISBN0-201-13046-7in^ExperimentalMathematics1.Differentiabledynamicalsystems.2.Chaoticbehavior^ComputationalMathematicssyaems.ITitle.QA614.8.D4819

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