简介：苏州是举世瞩目的历史文化名城。沉淀了二千五百余年的文化底韵。她以园林见长，让人感叹园艺的巧夺天工，以拙政园，留园，网师园，环秀山庄为代表的古典园林于1997年12月被列入“世界文化与自然遗产名录”。

简介：一个古典抑制矩阵的性能，从起始的结构的性质或当前的结构的性质的使用的构造任何一个，在自由(MDOF)的非线性的多重度的一步一步的解决方案，系统是评估的经分解。分析结果被数字例子证实。因而，一些结论从可能为实际应用被认为指南同样不平的这些分析结果被得出。从起始的结构的性质构造的一个古典抑制矩阵为实际应用是足够的，这被发现，自从它近似有由当前的结构的性质获得了的一样的抑制效果并且以计算是更有效的。

简介：CHRISTMASandNewYearishighclassicalmusicseason;therearefourorfiveperformanceseveryeveningattheatersinBeijing,ShanghaiandGuangzhou.EventheChineseCentralOperaTheaterSymphonyOrchestra,whichrarelyhaschancetogivecommercialperformances,worksflatoutatyear-endplayinginnumerousChineseprovincesandmunicipalities.Atothertimesoftheyear,however,

简介：TheperiodizationofancientChinesecivilizationhasbeendealtwithextensivelyinthepast.Thepre(?)ntarticleattemptstopresentanewinterpretationofthistopic,specificallydealingwiththeancientChineseclassicalcivilizationandtheChineseMiddleAges.

简介：Consideringclassicalenvironmenttobeaclassicaloscillator,wedescribethedynamicsofasystemconsistingofaquantumoscillatorcoupledtoclassicaloscillator.UsingtheBorn-Oppenheimerapproximationandthemethodofadiabaticinvariants,wederivetheclassicallyeffectiveHamiltoniandescribingthecompletedynamicsofthesystemandthewavefunctionofquantumpartofthesystem.Wealsopresentanewmethodforinvestigatingthedynamicsofthequantumsysteminclassicalenvironment.

简介：Inrecentyears,countriesaroundtheworldhaveattachedincreasingimportancetopublicdiplomacy.TheUnitedStateshasmadepublicdiplomacyaconstantsubjectinforeignpolicymaking.AndthepromotionofU.S.valuesandideasthroughouttheworldhasbecomeoneofthetwopillarsoftheStrategicPlanoftheU.S.DepartmentofState.InGermany,publicdiplomacyisdeemedassupplementtoandsupportforinter-governmentaldiplomacy.InIran,JapanandRussia,publicdiplomacyhas

简介：<正>Chineseclassicalprivategardenswereexperiencedasculturalratherthanscenic.Theseprivategardensweredesignedbyartistsandpoetsandwereregardedas"Three-DimensionalLandscapePaintingandSolidLandscapePoetry."Actually,Chineseclassicallandscapepaintingwasuniqueforhavingpoemswrittenonpaintingsandmakingapaintingacombinationoflandscapeandpoeticcalligraphicalstrokes-thiswastheso-called"poeticlandscapepainting."

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简介：Theexactclassicallimitsforthecoefficientofvariationcforthenormaldistributionarederived.Thehand-calculatingapproximatedclassicallimitsforchavinghighaccuracyaregiventomeetpracticalengineeringneeds.UsingOdehandOwen’scomputationalmethodandBrent’salgorithm,thetablesforther-upperexactclassicallimitsofcoefficientofvariation.fornormaldistributionarecalculatedforthedifferentconfidencecoefficientγ,thesamplesizen=I（1）30,40,60,120,thesamplecoefficientofvariation（?）=0.01（0.01）0.20.Itisshownthatifn≤8,（?）≤0.20,thentheY-upperexactclassicallimitscuforcareslightlyhigherthantheexactfiduciallimitscu,Fforc.ifn>8,（?）≤0.20,thencu-cu,F<5×10-6.

简介：WeconsiderthemodificationsofthemonicHermiteandGegenbauerpolynomialsviatheadditionofonepointmassattheorigin.Somepropertiesoftheresultingpolynomialsarestudied;three-termrecurrencerelation,differentialequation,ratioasymptotics,hypergeometricrepresentationaswellas,forlargen,thebehaviouroftheirzeros.

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简介：AclassicalfunctionofC1qistobindimmunecomplexesandinitiatecomplementactivationproducingmembranelyticcomplexes,opsoninsandanaphylatoxins.ThisclassicalpathwayofcomplementactivationisalsoelicitedwhenC1qbindssomeotherligands.Besidescomplementactivation,C1qalsoregulatescelldifferentiation,adhesion,migration,activationandsurvival.C1qdeficiencyisassociatedwithautoimmunityaswellasincreasedsusceptibilitytoinfections.Inthisarticle,wediscussthebasicpropertiesofC1q,itsexpression,andclassicalandregulatoryfunctions.

简介：Weinvestigatethequantum-classicaltransitionofakickedrotor(KR)underperturbationbyasecondone.TheinfluenceofsuchachaoticKRmakesdecoherenceofthefirstone,resultingintheemergenceofclassicaldiffusionfromitsquantumdynamics.Suchquantum-classicaltransitionpersistsbydecreasingtheeffectivePlanck'sconstanth,andatthesametime,decreasingthemassofthesecondKRandtheinteractionstrengthproportionally.Inthelimitofh→0,duetovanishingsmallmassandinteraction,thesecondKRhasalmostnoeffectontheclassicaldynamicsofthefirstone.Wedemonstratethisviatwodifferentcouplingpotentials.

简介：在这个工作，我们以它的最小的度和它的顺序为任何图的直径获得好上面的界限，改进由于Erd的一条古典定理?s，Pach，绿鳕和Tuza。我们使用这些界限以便学习夸张的图(在Gromov意义)。计算hyperbolicity常数是一个几乎难处理的问题，这样试着以图的一些参数围住它是自然的。让H(n，0)是有n顶点和最小的度0,和J的图G的集合(n，)是有n顶点和最大的度的图G的集合。我们在图上学习四个后面的extremal问题：一(n，0)=min{(G)|GH(n，0)},b(n，0)=最大{(G)|GH(n，0)},(n，)=min{(G)|GJ(n，)}并且(n，)=最大{(G)|GJ(n,)}。特别地，我们为b获得界限(n，0)和我们计算精确价值一(n，0),(n，，并且()，并且(n，)为n的所有价值，0并且分别地。

简介：量远距传物的进程能被看作量channel.The连续可变远距传物隧道的准确古典能力被介绍，thechannel忠实也被导出。

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简介：Westudyquantumgamesinwhichtheplayershavedifferentstrategicspaces.Wefindthattheplayerwhocanuseaquantumstrategicspacedoesnotalwayspossessmorepayoffsthantheplayerwhoisrestrictedtoapplyonlyclassicalstrategies.Wefindtheconditionoftheclassicalplayergettingmorepayoffsthanthequantumplayer.Wealsofindthatthegameexhibitsintriguingstructures.

简介：Thispaperconsidersthequasi-stationaryStefanproblem:△u(x,t)=0inspace-timedomain,u=0andVv+δu/δv=0onthefreeboundary.underthenaturalconditionstheexistenceofclassicalsolutionlocallyintimeisprovedbymakinguseofthepropertyofFrechetderivativeoperatorandfixedpointtheorem.Forthesakeofsimplicityonlytheone-phaseproblemisdealtwith.Infacttwo-phaseproblemcanbedealtwithinasimilarwaywithmorecomplicatedcalculation.

简介：NewtransmissionlineequationsarededucedapplyingMaxwell^,sequationsinthispaper.Theconditionsoftheclassicaltransmissionlineequationshavebeendiscussed,whichisimportanttosolvetheEMproblemsinhighfrequencycase.

简介：Inthispaper,weprovetheexistenceofglobalclassicalsolutionstotime-dependentGinzburg-Landau(TDGL)equations.BythepropertiesofBesovandSobolevspaces,togetherwiththeenergymethod,weestablishtheglobalexistenceanduniquenessofclassicalsolutionstotheinitialboundaryvalueproblemfortime-dependentGinzburg-Landauequations.