资源描述:
《sharp conditions of global existence of schrodinger equations 》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、Thisarticlewasdownloadedby:[IAPCMInstituteofAppliedPhysics&]On:25June2014,At:17:51Publisher:Taylor&FrancisInformaLtdRegisteredinEnglandandWalesRegisteredNumber:1072954Registeredoffice:MortimerHouse,37-41MortimerStreet,LondonW1T3JH,UKCommunicationsinPar
2、tialDifferentialEquationsPublicationdetails,includinginstructionsforauthorsandsubscriptioninformation:http://www.tandfonline.com/loi/lpde20SharpThresholdforBlowupandGlobalExistenceinNonlinearSchrödingerEquationsUnderaHarmonicPotentialaJianZhangaDepartm
3、entofMathematics,SichuanNormalUniversity,Chengdu,ChinaPublishedonline:14Feb2007.Tocitethisarticle:JianZhang(2005)SharpThresholdforBlowupandGlobalExistenceinNonlinearSchrödingerEquationsUnderaHarmonicPotential,CommunicationsinPartialDifferentialEquation
4、s,30:10,1429-1443,DOI:10.1080/03605300500299539Tolinktothisarticle:http://dx.doi.org/10.1080/03605300500299539PLEASESCROLLDOWNFORARTICLETaylor&Francismakeseveryefforttoensuretheaccuracyofalltheinformation(the“Content”)containedinthepublicationsonourpla
5、tform.However,Taylor&Francis,ouragents,andourlicensorsmakenorepresentationsorwarrantieswhatsoeverastotheaccuracy,completeness,orsuitabilityforanypurposeoftheContent.Anyopinionsandviewsexpressedinthispublicationaretheopinionsandviewsoftheauthors,andaren
6、ottheviewsoforendorsedbyTaylor&Francis.TheaccuracyoftheContentshouldnotberelieduponandshouldbeindependentlyverifiedwithprimarysourcesofinformation.TaylorandFrancisshallnotbeliableforanylosses,actions,claims,proceedings,demands,costs,expenses,damages,an
7、dotherliabilitieswhatsoeverorhowsoevercausedarisingdirectlyorindirectlyinconnectionwith,inrelationtoorarisingoutoftheuseoftheContent.Thisarticlemaybeusedforresearch,teaching,andprivatestudypurposes.Anysubstantialorsystematicreproduction,redistribution,
8、reselling,loan,sub-licensing,systematicsupply,ordistributioninanyformtoanyoneisexpresslyforbidden.Terms&Conditionsofaccessandusecanbefoundathttp://www.tandfonline.com/page/terms-and-conditionsCommunicationsinPartialDifferentialEquations