简介:<正>YouranisthenameLeonagavetoherson,indicatingherlongingforapeacefulandpleasantlifesheandBradBeisherhasbeenpursuing.However,thecoupleisverybusywiththeirownbusinessesandonlygathersinlatenighteachworkingday.Evenovertheweekend,theircellphonesringoftenasBradBeisherisrunningarealestateagentfirmofhisownandZongisworkinginatradingcompanyofhand-blownglassware.
简介:Afirst-classforwardingagentcompanyapprovedbytheMinistryofForeignTradeandEconomicCooperation,theMinistryofCommunication,theGeneralCustomsandtheCivilAviationAdministrationofChina,theShanghaiJinhaiJieyaInternationalForwardingCo.LtdcomprisestheShanghaiHaigangIndustrialGeneralCompany,ShanghaiJinJiangAssociatedCorporation(Group)andHongkongJieyaAirFreightForwardingCorporation,intheformofajointventure.
简介:WhenIwasalittlechild,Ilongedtobecomeaperfectperson,who,asitwasusuallyconsidered,wouldachievehisgreatambitionandmakeabigfortune.IbelievedIwouldgetthegoalIwantedtoachievethroughhardwork.Butthingsdidn’tgothewayIhadbeenexpecting.
简介:完美的改编描述一个生物系统的能力在被环境骚乱影响以后精确恢复它的生物函数到不安前水平。算术地,有完美的改编的一个生物系统能作为输入产量被建模产量的非线性的系统,通常决定生物函数,在担心的所有输入骚乱下面是asymptotically稳定的。在这份报纸,相当一般的输入产量数学模型被雇用并且生物功能(FBF)功能-产量Lyapunov功能-被探索调查它的完美的改编能力。足够的状况与FBF为系统被建立完成完美的改编。然后,一个足够、必要的条件被获得让线性系统拥有一个输出Lyapunov函数。而且,这被显示出受体功能活动在E的完美的改编模型存在。coli趋化性。与存在不同完美的改编,其大多数基于控制理论的立场,上的数学调查我们首先用非线性的系统分析的方法调查这个问题。
简介:Inthispaper,theperfectdyadicbinarysequencepairwithone-valuedyadiccorrelationfunctionsispresented.Thatis,theperfectdyadicbinarysequencepairisaperfectdiscretesignal,foritsdyadicrelativefunctionisδ-function.Thetransformationfeaturesandsomeexistingadmissibilityconditionsofperfectdyadicbinarysequencepairarediscussed,andthepropertiesforthiskindofcodeinWalshtransformationspectrumandweightspectrumarealsoanalyzed.Fromabove,Itisfoundthattheperfectdyadicbinarysequencepaircaneasilydifferentiatefromitsdyadicshifting.Sothesegoodsignalscanusedinengineeringassynchronizationcode,multi-usercodeandsoon.
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简介:AnewlatticeBoltzmannmodelforcompressibleperfectgasispro-posed.Thenumericalexampleshowsthatitcanbeusedtosimulateshockwaveandcontactdiscontinuity.Theresultsarecomparablewiththoseobtainedbytraditionalmethods.Theratioofspecificheatsγmaybechosenaccordingtotherequirementofproblems.
简介:Enumerationofperfectmatchingsongraphshasalongstandinginterestincombinatorialmathematics.Inthispaper,weobtainsomeexplicitexpressionsofthenumberofperfectmatchingsforatypeofArchimedeanlatticeswithtoroidalboundarybyapplyingTesler'scrossingorientationstoobtainsomePfaffianorientationsandenumeratingtheirPfaffians.
简介:Weinvestigatethenonlinearresponseofterahertz(THz)metamaterialperfectabsorbersconsistingofelectricsplitringresonatorsonGaAsintegratedwithapolyimidespacerandgoldgroundplane.Theseperfectabsorbersonbulksemi-insulatingGaAsarecharacterizedusinghigh-fieldTHztime-domainspectroscopy.Theresonancefrequencyredshifts20GHzandtheabsorbanceisreducedby30%astheincidentpeakfieldisincreasedfrom30to300kV/cm.ThenonlinearresponsearisesfromTHzfielddriveninterbandtransitionsandintervalleyscatteringintheGaAs.ToeliminatetheFresnellossesfromtheGaAssubstrate,wedesignandfabricateaflexiblemetamaterialsaturableperfectabsorber.Theabilitytocreatenonlinearabsorbersenablesappealingapplicationssuchasopticallimitingandself-focusing.