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ID:33189528
大小:3.79 MB
页数:191页
时间:2019-02-21
《Solutions of Nonlinear Schrӧdinger Systems (2015)》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、SpringerThesesRecognizingOutstandingPh.D.ResearchZhijieChenSolutionsofNonlinearSchrödingerSystemsSpringerThesesRecognizingOutstandingPh.D.ResearchAimsandScopeTheseries“SpringerTheses”bringstogetheraselectionoftheverybestPh.D.thesesfromaroundtheworldandacrosst
2、hephysicalsciences.Nominatedandendorsedbytworecognizedspecialists,eachpublishedvolumehasbeenselectedforitsscientificexcellenceandthehighimpactofitscontentsforthepertinentfieldofresearch.Forgreateraccessibilitytononspecialists,thepublishedversionsincludeanextend
3、edintroduction,aswellasaforewordbythestudent’ssupervisorexplainingthespecialrelevanceoftheworkforthefield.Asawhole,theserieswillprovideavaluableresourcebothfornewcomerstotheresearchfieldsdescribed,andforotherscientistsseekingdetailedbackgroundinformationonspeci
4、alquestions.Finally,itprovidesanaccrediteddocumentationofthevaluablecontributionsmadebytoday’syoungergenerationofscientists.Thesesareacceptedintotheseriesbyinvitednominationonlyandmustfulfillallofthefollowingcriteria•TheymustbewritteningoodEnglish.•Thetopicsho
5、uldfallwithintheconfinesofChemistry,Physics,EarthSciences,EngineeringandrelatedinterdisciplinaryfieldssuchasMaterials,Nanoscience,ChemicalEngineering,ComplexSystemsandBiophysics.•Theworkreportedinthethesismustrepresentasignificantscientificadvance.•Ifthethesisinc
6、ludespreviouslypublishedmaterial,permissiontoreproducethismustbegainedfromtherespectivecopyrightholder.•Theymusthavebeenexaminedandpassedduringthe12monthspriortonomination.•Eachthesisshouldincludeaforewordbythesupervisoroutliningthesignifi-canceofitscontent.•T
7、hethesesshouldhaveaclearlydefinedstructureincludinganintroductionaccessibletoscientistsnotexpertinthatparticularfield.Moreinformationaboutthisseriesathttp://www.springer.com/series/8790ZhijieChenSolutionsofNonlinearSchrödingerSystemsDoctoralThesisacceptedbyTsin
8、ghuaUniversity,Beijing,China123AuthorSupervisorDr.ZhijieChenProf.WenmingZouDepartmentofMathematicalSciencesDepartmentofMathematicalSciencesTsinghuaUniversityTsinghuaUniversityBeijingBeiji
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