简介：TheChinaAero-TechnologyI/ECorporation(CATIC),ranked20thamong500enterpriseswiththelargestvolumeofimportsandexportsinthepastthreeyears,foundedtheCATICGroupinAugust1993.Notlongago,ourcorrespondentvisitedMr.LiZhoushu,DeputyDirectoroftheManagementBoardoftheGroup.Reporter:WhatwastheaiminfoundingoftheCATICGroup?Mr.Li:CATIC,foundedin1979,isaState-ownedenterpriseintegrating

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简介：<正>NewHopeGroupisanon-governmentalenterprisegroupinthecountrythattakesfodderplantsastheleadingindustryandrealestateandfinancialinvestmentasthesecondaryindustrialplatform,stretchingitsbusinessscopeintothesectorsofinternationaltrade,high-gradeprintingandelectronictechnology.WithitsheadquartersbasedinChengduCity,SichuanProvince,thegrouphas67exclusively

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简介：ＳｏｕｌＢｏｙＳｅａｒｃｈＧｒｏｕｐＭｅｅｔｉｎｇ￥／／ＬｅａｄｉｎｇｍｅｍｂｅｒｓｏｆｔｈｅｇｒｏｕｐｆｏｒｔｈｅｌｏｃａｔｉｏｎａｎｄｃｏｎｆｉｒｍａｔｉｏｎｏｆｔｈｅｒｅｉｎｃａｒｎａｔｅｄｓｏｕｌｂｏｙｏｆｔｈｅＢａｉｎｑｅｎＥｒｄｅｎｉａｎ...

简介：“ＲＥＴＩＲＥＭＥＮＴＦＯＲＥＳＴＳ”ＦＯＲＬＯＣＡＬＧＲＯＵＰＬＥＡＤＥＲＳ￥／／Ｔｈｅ＂ｒｅｔｉｒｅｍｅｎｔｆｏｒｅｓｔｓ＂ｓｅｔｕｐｆｏｒｌｏｃａｌｇｒｏｕｐｌｅａｄｅｒｓｂｙＪｉｎｈｕｖｉｌｌａｇｅｉｎＪｉａｎｇｓｕｐｒｏｖｉｎｃｅｈａｖｅｐ...

简介：我们证明为四元数海森堡组上的sublaplacian的限制操作员从Lp被围住到Lp如果1p$\tfrac{4}{3}$\tfrac{4}{3}。这与海森堡组，限制操作员没从Lp在上被围住到Lp不同除非p=1。

简介：TheRamanspectraofthenaturalendmembersofthegarnet-groupminerals,whichincludepyrope,almandineandspessariteofFe-Algarnetseriesandgrossularite,andraditeanduvaroviteofCa-Fegarnetseries,havebeenstrdied.MeasuredRamanspectraofthesemineralsarereasonablyandqualitativelyassignedtotheinternalmodes,translationalandrotatorymodesofSiO4tetrahedra,aswellasthetranslationalmotionofbivalentcationsintheXsite.ThestretchandrotatoryA1gmodesfortheFe-AlgarnetseriesshowobviousRamanshiftsascomparedwiththosefortheCa-Fegarnetseries,owingtothecationsresidingintheXsiteconnectedwithSiO4tetrahedrabysharingthetwoedges.TheRamanshiftsofallmemberswithineitheroftheseriesareattributedmainlytothepropertiesofcationsintheXsitefortheFe-AlgarnetseriesandintheYsitefortheCa-Fegarnetseries.

简介：<正>BaiethnicgroupisalsocalledBaizi,Baini,andBaihuowhichmeanswhitepeople,totallyhavingabout1,600,000populationandinhabitsmainlyinDaliBaiNationalityautonomousprefectureinSoutheastChina’sYunnanProvincewiththepopulationof1,340,000.TherestarescatteredinKunming,Lanjiang,Lijiang,LanpingofYunnanandinXichangandBijieinneighboringSichuanandGuizhouprovincesrespectively.SituatedontheYunnan-GuizhouPlateau,Baiareaiscrisscrossedwith

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简介：WeconsiderHardyspaceswithvariableexponentsdefinedbygrandmaximalfunctionontheHeisenberggroup.ThenweintroducesomeequivalentcharacterizationsofvariableHardyspaces.ByusingatomicdecompositionandmoleculardecompositionwegettheboundednessofsingularintegraloperatorsonvariableHardyspaces.WeinvestigatetheLittlewood-Paleycharacterizationbyvirtueoftheboundednessofsingularintegraloperators.

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简介：为海森堡组，我们介绍h-quasiconvexfunctions的概念。我们证明h-quasiconvex功能和h凸的集合的观点是相等的并且h-quasiconvex功能局部地从上面被围住，并且而且导出那h-convexfunctions局部地被围住，因此它是局部地由由Danielli-Garofalo-Nhieu使用最近的结果连续的Lipschitz。最后，我们给第一衍生物ofh-quasiconvex功能的L∞标准的估计。

简介：TheAnhuiHuaihuaGroupCo.Ltd.islocatedinthecentreofHuainanCity,closetoHuainan’sninecoalminesandthreepowergeneratingplants,witheasy-to-reachtraffic,developedtelecommunications,favorablepolicyandadvantageousdevelopmentconditions.ThecompanyisAnhui’simportantbaseincoalandchemicals,withfixedassetsofRMB900million;itisaClassAlegalpersonenterprise,realizinganintegrationofcapitalandoperation.Productioncapabilityformainproducts:280,000tonsofsyntheticammonia,80,000tonsofconcentratednitrateacid,110,000tonsofcarbamide,140,000tonsofammoniumnitrate,60,000tonsofpuresoda,250m~2

简介：Ingroupdecisionmaking,acertaindegreeofconsensusisnecessarytoderiveameaningfulandvalidoutcome.ThispaperproposesaconsensusreachingmodelforagroupbyusingtheAnalyticHierarchyProcess(AHP).Itsupportspeopletoimprovetheirgroupconsensuslevelthroughanupdatingoftheirjudgments.Inthismodel,amoderatorsuggeststhemostdiscordantdecisionmakertoupdatehisjudgmentineachstep.Theproposedconsensusreachingmodelallowsdecisionmakerstoacceptorrejectthesuggestionfromthemoderator.Thismodelensuresthatthejudgmentupdatingiseffectiveandthefinalsolutionwillbeofacceptableconsistency.Finally,anumericalexampleisgiventoillustratethevalidityoftheproposedconsensusreachingmodel.

简介：在这份报纸，作者在homotopy上学习homologically小的symplectic组行动椭圆形的表面E(n)并且得到一些刚硬结果。

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简介：LocatedontheDaxing'anlingforestregionofChina'sfrontier,theDaxing'anlingForestryGroupCo.isoneofthe500nationallargesizeenterprisegroupswithatotalmanagementareaof8.225millionha.Thereare10forestrybureausunderitsjurisdiction,93000in-servicestaffandapopulationof358000.Thenetvalueoffixedassetis3.58billionyuan,Accumulativetotaloutputoftimberhasamountedto110millionm3duringthepast38years.ItsprofitsandtaxturnedovertotheStatehast...

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简介：Theauthorconstructsthesheafofgeneralizedfundamentalgroupofatopologicalspace.Xandobtainstherelationshipbetweenits1stcohomologysetandallcoveringspacesofXundersuitableconditionsimposeduponX.