简介：WeinvestigatethenonlinearSchrdingerequationiut+△u+|u|p-1u=0with1+4/N2）（whenN=1,2,1+4/N2>||Q||（1-sc）/sc|▽Q||2,theneitheru（t）blowsupinfiniteforwardtimeoru（t）existsgloballyforpositivetimeandthereexistsatimesequencetn→+∞suchthat||▽u（tn）||2→+∞.HereQisthegroundstatesolutionof—（1—sc）Q+△Q+|Q|p-1Q=0.Asimilarresultholdsfornegativetime.Thisextendtheresultofthe3DcubicSchr（o|¨）dingerequationobtainedbyHolmertothegeneralmass-supercriticalandenergy-subcriticalcase.

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简介：本文研究了旗传递点数不大于20的2-（v，k，λ）设计的分类，证明了当（r，λ）=1时，在同构意义下只存在18个这样的设计．

简介：Inthispaper,weareconcernedwiththesymmetricpositivesolutionsofa2n-orderboundaryvalueproblemsontimescales.Byusinginductionprinciple,thesymmetricformoftheGreen’sfunctionisestablished.Inordertoconstructanecessaryandsufficientconditionfortheexistenceresult,themethodofiterativetechniquewillbeused.Asanapplication,anexampleisgiventoillustrateourmainresult.

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简介：Inthispaper,themodifiedextendedtanhmethodisusedtoconstructmoregeneralexactsolutionsofa(2+1)-dimensionalnonlinearSchr¨odingerequation.WiththeaidofMapleandMatlabsoftware,weobtainexactexplicitkinkwavesolutions,peakonwavesolutions,periodicwavesolutionsandtheir3Dimages.

简介：Inthispaper,weprovetheglobalexistenceoftheweaksolutiontotheviscousquantumNavier-Stokes-Landau-Lifshitz-Maxwellequationsintwo-dimensionforlargedata.ThemaintechniquesaretheFaedo-Galerkinapproximationandweakcompactnesstheory.

简介：借助于超几何函数，在广义非中心X2分布级数形式密度函数表达式的基础上列出了两类具体椭球等高分布下的广义非中心X2分布密度函数的精确表达，并给出了详细的证明过程；同时计算了这两类具体椭球等高分布下的广义非中心X2分布对应高阶矩的形式，作为推论验证了非中心X2分布相关的结论．

简介：Inthispaper,weinvestigatetheglobalexistenceandlongtimebehaviorofstrongsolutionsforcompressiblenematicliquidcrystalflowsinthreedimensionalwholespace.TheglobalexistenceofstrongsolutionsisobtainedbythestandardenergymethodundertheconditionthattheinitialdataareclosetotheconstantequilibriumstateinH~2-framework.IftheinitialdatasinL~1-normarefiniteadditionally,theoptimaltimedecayratesofstrongsolutionsareestablished.WiththehelpofFouriersplittingmethod,onealsoestablishesoptimaltimedecayratesforthehigherorderspatialderivativesofdirector.

简介：P2P网络贷款的兴起为个人和小微企业带来了诸多的融资便利．但由于P2P网络贷款市场上存在着信息不对称的问题，导致市场上出现了诸多乱象．本文针对P2P行业信息不对称的现状，以P2P网络贷款平台和借款者作为参与者，构建了不完全信息博弈模型．该模型以实现P2P市场上的帕累托最优为研究目的，并分别探讨了在混合均衡和准分离均衡两种不同情况下，各自达到帕累托最优状态所需的市场条件，以及相关影响因素，并据此提出了相应的政策建议．

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