论文专著

1.黄鸿慈,王荩贤,崔俊芝,赵静芳,林宗楷,“按位移解平面弹性问题的差分方法”,应用数学与计算数学,Vol.3,No.1,1966.

2.崔俊芝,刘福森,“平面应力分析的变分法与有限元方法”,数学实践与认识,1972,2。

3.崔俊芝,丁江平,杨企叶,辛国荣,“按有限元法进行三维连续体应力分析”,“74.8会议论文选编”,计算数学,91-102,1974.

4.崔俊芝,李光宗,梁复刚,史光洁,李国润,“关于弹性接触问题的分析方法”,有限元方法及其应用,中国科学院计算技术研究所,1975,12。

5.高征铨,崔俊芝,赵超燮,“完全协调三角形板弯曲元”,有限元方法及其应用,中国科学院计算技术研究所,1975,12。

6.崔俊芝,丁江平,“三维问题有限元方法的计算和技巧”,有限元方法及其应用,中国科学院计算技术研究所,1975,12。

7.赵超燮,崔俊芝,高征铨,“完全协调三角形元分析板弯曲问题”,北京工业大学学报,1976,1。

8.崔俊芝,史光洁,梁复刚,“关于平面徐变问题的有限元分析方法”,计算数学,1978,5。

9.崔俊芝,“关于有间隙的弹性接触问题”,力学学报,1980,7。

10.崔俊芝,“关于有间隙弹性接触问题的解及其迭代格式”,1980年全国计算力学会议文集,北京大学出版社,1981。

11.崔俊芝,“计算机科技应用软件”,1981年全国应用软件学术会议,大会报告,计算机动态,1981,8,25-32。

12.崔俊芝,“高阶稀疏局部非线形方程组的一种拟牛顿方法”,计算数学,1982,4。

13.CuiJun-Zhi,“TheSolutionandSolvingMethodoftheElasticContactProblemWithInitialGaps”,Proc.China-FranceSymp.FEM,SciencePress,Beijing,China,1982,641-658.

14.CuiJun-Zhi,“TheMethodonSolvingFiniteElementProblemWithRelativeConstrainedEquations”,Proc.Intern.Conf.FEMeditedbyHeGuang-qian,SciencePress,GordonandBreach,SciencePublisher,Inc.,1982,Shanghai,NewYork,564-568.

15.CuiJun-Zhi,“TheVariationalInequalityMethodonContactProblemandItsApplicationSoftware”,Eng.Soft.3,R.A.Adey,Apr.1983,Spinger-Verlag,387-400.

16.CuiJun-Zhi,“TheNumericalProceduresofSolvingLarge-ScaleNonlinearDiscretizedProblems”,Invitedpresentation,CollectedPapersofChina-U.SWorkshoponAdvancesofComputationalEngineeringMechanics,1983.

17.CuiJun-Zhi,“TechniquesandExperiencesinManagingLargeScaleApplicationSystem-TheAdaptiveOrganizationofLargeEngineeringNumericalSoftware”,Panelpresentation,Proc.9thWorldComputerCongressIFIP’83,“InformationProcessing83,PanelDiscussions”,North-Holland,1983.

18.CuiJunzhi,“TheProgramandDataOrganizationoftheAdaptiveFEMSoftware”,ProceedingofComputerApplicationstoCivilEngineering,SciencePublishers,1985.

19.CuiJunzhi,WangShaoHua,“TheSoftwareStructureofBDPandItsComputationalMethodOrganization”,Proc.Intern.Conf.onEducation,PracticeandPromotionofComp.Meth.inEng.UsingSmallComputer(EPPCMESC),Macau,1985.

20.崔俊芝,“有限元结构分析软件述评-算法结构与软件”,计算结构力学及其应用,1985,4.

21.崔俊芝,“有限元结构分析软件述评-前后处理技术与发展趋势”,在第二次全国计算力学大会上的报告,邀请报告(1984),计算结构力学及其应用,1986,1.

22.崔俊芝,“数值软件”,百科全书“数学卷”条目,百科全书出版社,1986年,(约0.3万字)。

23.CuiJun-Zhi,XuBing,“TheAdaptiveFEAlgorithmForVariationalInequalityProblems”,Proc.ICCEM,1987,SciencePress,Beijing,1987.

24.崔俊芝,“科学工程软件述评”,计算技术与计算机应用,1988,2。

25.崔俊芝,“软件工程方法总述”,在第三次全国计算力学大会上的大会报告(1986),计算技术与计算机应用,1989,2。

26.CuiJun-Zhi,“TheMethodologyofAdaptiveAlgorithmOrganizationforComprehensiveSoftware”,KeynotepresentationonSSS-89,May31-June3,1989,Proc.Symp.onScientificSoftware,ChinaUni.ScienceandTechnologyPress,1989,6-14.

27.崔俊芝,李明瑞,王寿梅等,“有限元方法软件环境的软件结构与技术”,1991年计算数学天津会议文集,1991年5月,774-778。

28.[28]严宁宁,崔俊芝,黄鸿慈,“网格加密型高效能算法的数据结构”,1991年计算数学天津会议文集,1991年5月,766-770.

29.YanNingning,CuiJunzhi,HuangHongci,“ADataStructureforNestedDissection”,Proc.Intern.Conf.onScientificComputationeditedbyT.Chan,HangZhou,China,Aug.1991,WorldScientific,Singapore,NewJersey,HongKong,261-266.

30.CuiJun-Zhi,LiMingrui,WangShoumeietal,“TheStandardizedTechniquesofSEEM’sAlgorithmsandDatum”,ComputationalMechanics,EditedbyY.K.Cheunget,al,Proc.ofAsianPacificConf.onComp.Mech.,Dec.11-13,1991,1315-1319.

31.J.Z.Cui,“TheExistenceandUniquenessoftheSolutionontheElasticContactProblemwithInitialGapsandFriction”,Proc.OfIntern.Conf.OnComputationofDifferentialEquationsandDynamicalSystems,Sep.1-5,1992,85-67.

32.崔俊芝,“有摩擦的多变形体接触问题的解的存在性和唯一性”,特邀报告,中国工业与应用数学学会第二次大会文集,74-78,1992.

33.严宁宁,崔俊芝,黄鸿慈,“一种适用于网格加密型高效能算法的嵌套式数据结构”,数值计算与计算机应用,第14卷第2期,111-119,1993.

34.田春松,崔俊芝等,“适用于两种特定数据结构的CG算法与SOR算法”,数值计算与计算机应用,第14卷第4期,245-251,1993.

35.崔俊芝,“计算机软件”,土木工程手册“计算机应用”分册中一章,科学出版社,1993年(约4.5万字)。

36.梁俊,崔俊芝,“基于知识的结构分析系统”,计算结构力学及其应用,第11卷第1期,1994,43-49.

37.JZ.CuiandHY.Yang,“AMacro-MicroCoupledMethodforCompositeMaterials”,KeynoteLectureonWCCM-III,Proc.WCCM-III,1994.

38.崔俊芝,梁俊,“求解多重子结构的递归算法及其软件实现”,数值计算与计算机应用,第16卷第1期,1995,63-69.

39.CuiJun-ZhiandCaoLi-qun,“TheMethodCouplingSchwarzAlternateIterationandDualAsymptoticExpansionforSolvingMixedProblemwithSmallPeriodicCoefficients”,EighthIntern.Conf.OnDomainDecompositionMethods,May16-20,1995,Beijing,China.

40.Jun-ZhiCui,Han-YanYang,LeiHan,“Object-OrientedFEAnalysisSoftwareDevelopment”,InvitedLectureon1-stChina-AustraliaSymposiumonComputationalMechanics,Dalian,China,Aug.7-11,1995,J.ComputationalStructuralMechanicsandApplications,Vol.12,SpecialIssue,1995,36-41.

41.CuiJun-ZhiandCaoLi-qun,“TheTwo-ScaleAnalysisMethodsforWovenCompositeMaterials”,InvitedLectureonECCS-I,Changsha,China,Nov.27-29,1995,EngineeringComputationandComputerSimulationI,EditedbyZhongZhi-hua,HunanUniversityPress,1995,203-212.

42.CuiJ.Z.HanL.,“Object-OrientedFESoftwareDevelopment”,EngineeringComputationandComputerSimulationII,EditedbyZhongZhi-hua,HunanUniversityPress,Changsha,China,1995,36-41.

43.Cui,J.Z.,Yang,H.Y.,“ADualCoupledMethodofBoundaryValueProblemsofPDEwithCoefficientsofSmallPeriod”,Intern.J.Comp.Math.,1996,14:159-174.

44.CuiJZ,“TheTwo-ScaleAnalysisMethodsforWovenCompositeMaterialsandTheStructureWithSmallPeriod”,‘TheAdvancesinComputationalMechanics’EditedbyZhongW.X.etal,InternationalAcademicPublishers,1996,79-88.

45.崔俊芝,“双尺度分析方法和宏观参数计算”,中国工程院第三次院士大会学术报告汇编,1996,74-77.

46.Cui,JZ,Shih.TM.andWang,YL.,“Two-ScaleAnalysisMethodforBodieswithSmallPeriodicConfiguration”,InvitedPaperinCASCM-97,Feb.11-14,1997,Sydney,Australia,ProceedingsofTheSecondChina-AustraliaSymposiumonComputationalMechanics,EditedbyS.ValliappanmandN.Khalili,1997,31-40.

47.Cui,J.Z.,Shih,T.M.,Shin,F.G.andWang,Y.L.,“FiniteElementMethodsBasedonTwo-ScaleAnalysis”,PresentedonWSC97,HongKong,10-12March/1997,ProceedingsofTheWorkshoponScientificComputingEditedbyG.H.Golubetal,,Springer,Singapore,1997,195-201.

48.崔俊芝,“双尺度分析方法”,现代力学与科技进步,庆祝中国力学学会成立40周年文集,主编庄逢甘,清华大学出版社,1997,北京,927-933.

49.崔俊芝,“水工结构有限元计算--回顾与展望”,中国水利水电技术发展与成就,中国电力出版社,1997,232-240.

50.崔俊芝,曹礼群,“基于双尺度渐进分析的有限元算法”,计算数学,第20卷第一期,P89-103,1998.

51.JZ.Cui,“FiniteElementAlgorithmsBasedonTwo-ScaleAnalysesMethod”,KeynotepresentationonSUSCMSE-98,25-28May,1998,Comp.Mech.inStruc.Eng.RecentDevelopments,EditedbyFranklinY.Cheng,Elsevier,1999,Amsterdam.NewYork.Singapore.Tokyo,31-41.

52.曹礼群,崔俊芝,“整周期复合材料弹性结构的双尺度有限元计算”,计算数学,第20卷第3期,1998,279-290.

53.曹礼群,崔俊芝,“求解小周期系数的混合边值问题Schwarz交替法与双尺度渐近分析法的耦合”,应用数学学报,第21卷第3期,1998,451-462.

54.崔俊芝,“具有小尺度周期构造的二维和三维结构问题的双尺度分析”,大会报告,1999年全国固体力学学术会议,1999年1月7-10日,哈尔滨.

55.曹礼群,崔俊芝,“整周期复合材料弹性结构的双尺度渐近分析”,应用数学学报,第22卷第1期,1999,38-46.

56.崔俊芝,曹礼群,“一类具有小周期系数的橢圆型边值问题的双尺度渐近分析方法”,计算数学,第21卷第1期,1999,19-28.

57.JZ.Cui,TM.ShinandYl.Wang,“TheTwo-ScaleAnalysisMethodforBodieswithSmallPeriodicConfigurations”,StructuralEngineeringandMechanics,Vol.7,No.6,1999,601-614.

58.曹礼群,崔俊芝,“复合材料拟周期结构的均匀化方法”,计算数学,第21卷第3期,1999,331-334。

59.JZ.Cui,“TheTwo-ScaleExpressionoftheSolutionfortheStructureWithSeveralSub-domainsofSmallPeriodicConfigurations”,InvitedPresentationon‘WORKSHOPONSCIENTIFICCOMPUTING99’,June27-30,1999,HongKong.

60.JZ.Cui,“TheTwo-ScaleMethodforCompositeStructureswithSmallPeriodicConfigurations”,InvitedPaper,‘Proceedingsof1-stInternationalConferenceonStructuralEngineering’EditedbyY.Q.Long,TsinghuaUniversityPress,1999,83-95.

61.崔俊芝,曹礼群,“具有小周期空洞弹性结构的双尺度渐近分析”,系统科学与数学,第19卷第4期,1999,490-495.CuiJunzhiandCaoLiqun,“Thetwo-scaleasymptoticanalysisfortheelasticstructuresofcompositematerialswithsmallperiodiccavities”,J.Sys.Sci.&Math.Scis.Vol.19,No.4,2000,4,490-495.

62.崔俊芝,曹礼群,“具有小周期空洞复合材料弹性结构的双尺度有限元分析”,系统科学与数学,第20卷第2期,2000,4,217-223.CuiJunzhiandCaoLiqun,“Thetwo-scalefiniteelementanalysisfortheelasticstructuresofcompositematerialswithsmallperiodiccavities”,J.Sys.Sci.&Math.Scis.Vol.20,No.2,2000,4,217-223.

63.H.LiangandJ.Z.Cui,“Applicationofconceptionofdistanceforthegeneticalgorithm”,‘ComputationalEngineeringUsingMetaphorsFromNature’EditedbyB.H.V.Topping,CIVIL-COMPPRESS,Edinburgh,Scotland,2000,99-103.

64.J.Z.CuiandY.J.Shan,“Thetwo-scaleanalysisalgorithmsforthestructurewithseveralconfigurationsofsmallperiodicity”,‘ComputationalTechniquesforMaterials,CompositesandCompositeStructures’EditedbyB.H.V.Topping,CIVIL-COMPPRESS,Edinburgh,Scotland,2000,255-264.

65.J.Z.Cui,“21stCentury-OrientedComputerAidedEngineering”,Invitedlectureon‘CivilEngineeringinthe21stCentury’EditedbyJianSongandGanshiZhou,SciencePress,2000,73-78.

66.崔俊芝,“计算机辅助工程(CAE)的现在和未来”,计算机辅助设计与制造,2000年第6期。CuiJunzhi,“Thefutureofcomputeraidedengineering”,CAD/CAMinChinese,No.6,2000,3-8.

67.L.Q.Cao,J.Z.Cuietal,“Multi-ScaleFiniteElementMethodforSubdividedPeriodicElasticStructuresofCompositeMaterials”,J.Comp.Math.,Vol.19,No.2,2001,PP205-212.

68.J.Z.Cui,Y.J.ShanandL.Q.Cao,“Multi-ScaleAnalysisMethodForCompositeMaterialsWithRandomDistributionAndRelatedStructures”,‘Proc.ICCE/8’editedbyDavidHui,8-thIntern.Conf.CompositesEngineering,Aug.5-11,2001,Tenerife,PP161-163.

69.J.R.Chen,J.Z.Cui,“Two-ScaleFEMforEllipticMixedBoundaryValueProblemswithSmallPeriodicCoefficients”,J.Comp.Math.,Vol.19,No.5,2001,PP549-560.

70.刘晓奇,曹礼群,崔俊芝,“复合材料弹性结构的高精度多尺度算法与数值模拟”,计算数学,Vol.23,No.3,2001,367-384.LiuXiaoqi,CaoLiqunandCuiJunzhi,“Multiscalehighaccuracyalgorithmandnumericalsimulationforelasticstructuresofcompositematerialswithperiodicconfiguration”,Vol.23,No.3,2001,367-384.ChineseJ.Numer.Math.\&Appl.Vol.23,No.3,2001.

71.单衍景,崔俊芝,梁复刚,“基于岩体结构面统计模型和有限元应力场的滑移路经的搜索方法”,数值计算与计算机应用,Vol.21,No.4,2001,300-310.Y.J.Shan,J.Z.CuiandF.G.Liang,“ThesearchingMethodofSlidePathBasedonStatisticsModelofDiscontinuitiesandFEStressField”,ChineseJ.Numer.Math.&Appl.Vol.21,No.3,2001.

72.J.Z.Cui,“Multi-ScaleComputationalMethodforUnifiedDesignofStructure,ComponentsandTheirMaterials”,invitedpresentationon‘ChineseConferenceofComputationalMechanics,CCCM-2001’,Dec.5-8,2001,Proc.On‘ComputationalMechanicsinScienceandEngineering’,PekingUniversityPress,2001,PP33-43.

73.曹礼群,崔俊芝,“随机复合材料弹性结构的多尺度算法”,‘工程和科学中的计算力学’--中国计算力学大会2001会议论文集,北京大学出版社,2001,PP645-654。

74.单衍景,崔俊芝,“适应于具有大量随机裂纹分布区域的有限元网格自动剖分算法”,同上,PP655-662。

75.冯永平,崔俊芝,梁复刚,“几类新型伸缩节的有限元分析与数值模拟”,同上,PP708-714.

76.崔俊芝,“面向二十一世纪的计算机辅助工程(CAE)”,铁路高新技术国际学术报告会,邀请报告,2002年1月22-24日.J.Z.Cui,“21-stCenturyOrientedComputerAidedEngineering”,InvitedPresentationon‘InternationalSeminaronRailHightechnology’,Jan.22-24/2002,Beijing,Proceedingsof‘InternationalSeminaronRailHightechnology’,133-153.

77.J.R.Chen,J.Z.Cui,“AMulti-ScaleRectangularElementMethodforEllipticProblemswithEntirelySmallPeriodicCoefficients”,AppliedMath.AndComp.,130(2002),P39-52.

78.曹礼群,崔俊芝等,“具有周期空洞和振荡系数的二阶椭圆算子谱分析与数值模拟”,中国科学,第32卷,第4期,2002年4月,362-373.L.Q.Cao,J.Z.Cui,“SpectralAnalysisandNumericalSimulationforSecondOrderEllipticOperatorwithPeriodicHoleandSharpOscillationCoefficients”,ScienceinChina,vol.32,No.2,2002,362-373.

79.单衍景,崔俊芝,梁复刚,“基于结构面统计模型和应力场的岩体稳定性分析的期望路经方法”,岩体力学与工程学报,第21卷,第2期,2002,151-157.Y.J.Shan,J.Z.CuiandF.G.Liang,“ExpectedSlidePathMethodForStabilityAnalysisofRockMassBasedonStatisticsModelofJointsandStressField”,ChineseJournalofRockMechanicsandEngineering,Vol.21,No.2,2002,151-157.

80.J.R.Chen,J.Z.Cui,“Two-ScaleCurvedElementMethodforEllipticProblemswithSmallPeriodicConfigurations”,J.Comp.Math.,Vol.20,No.4,2002,381-390.

81.何文明,崔俊芝,朱起定,“一种改进的超收敛与外推的方法”,计算数学,第24卷第3期,2002年8月,P327-334.W.M.He,J.Z.Cui,Q.D.Zhu,“AnImprovedMethodonSuper-convergenceandExtrapolation”,MathematicaNumericaSinica,Vol.24,No.3,Aug.2002,P327-334.

82.J.Z.CuiandY.J.Shan,“Multi-ScaleComputationofMechanicalParametersforCompositeMaterialswithMultilevelRandomDistribution”,InvitedPresentationon‘TheSino-USJointSymposiumonMulti-ScaleAnalysisinMaterialSciencesandEngineering’,June17-20/2002,Beijing,China.

83.Y.D.Feng,Y.S.Wang,J.Z.Cui,“TransientBEMAnalysisofPlaneWaveScatteringfromanInclusionwithaUnilateralFrictionalContactInterface”,Proc.3-rdIntern.Conf.OnBeTeQ,Sep.10-12,2002,Beijing,BoundaryElementTechniques,TsinghuaUniversityPressSpringer,2002,P27-33.

84.L.Q.Cao,J.Z.Cui,D.C.Zhu,“MultiscaleasymptoticanalysisandnumericalsimulationforthesecondorderHelmholtzequationswithrapidlyoscillatingcoefficientsovergeneraldomains”,SIAMJ.Numer.Anal.,Vol.40,No.2,2002,PP.543-577.

85.L.Q.Cao,J.Z.Cui,D.C.ZhuandJ.L.Luo,“Spectralanalysisandnumericalsimulationforsecondorderellipticoperatorwithhighlyoscillatingcoefficientsinperforateddomainswithaperiodicstructure”,ScienceinChina(SeriesA),Vol.45,No.12,Dec.2002,1588-1602.

86.L.Q.Cao,J.Z.Cui,J.L.Luo,“Multiscaleasymptoticexpansionandapost-processingalgorithmforsecondorderellipticproblemswithhighlyoscillatorycoefficientsovergeneralconvexdomains”,J.Comp.AndAppl.Math.157,1-29,2003.

87.何文明,崔俊芝,《关于某类带小周期参数的方程的数值解法》,计算数学,第25券第4期,2003年,471-479.HeWenming,CuiJunzhi,“AnumericalmethodforsomeequationwithoscillatoryCoefficients”,Vol.25,No.4,November2003,471-479.

88.Y.D.Feng,Y.S.Wang,Z.M.ZhangandJ.Z.Cui,“Dynamicinteractionofplanewaveswithanunilaterallyandfrictionallyconstrainedinclusion-timedomainboundaryelementanalysis”,ACTAMECHANICALSOLIDASINICA,Vol.26,No.3,September2003,189-196.

89.崔俊芝,冯云平,“空洞复合材料结构热力耦合问题的多尺度方法”,‘工程与科学中的计算力学’,中国计算力学大会‘2003论文集’,2003年10月27—29日,北京,大会报告。

90.李友云,崔俊芝,“具有随机颗粒分布复合材料力学参数的多尺度计算”,‘工程与科学中的计算力学’,中国计算力学大会‘2003论文集’,2003年10月27—29日,北京。

91.J.Z.Cui,Y.Y.Li,“TheMulti-ScaleComputationalMethodforMechanicsParametersofCompositeMaterialswithRandomGrainDistribution”,Invitedpresentationon‘InternationalSymposiumonMacro-Meso-Micro-,andNano-MechanicsofMaterials(MM2003)’,HongKong,8-10,Dec./2003.

92.Y.P.Feng,J.Z.Cui,“Multi-ScaleFiniteElementAnalysisforTheMixedBoundaryValueProblemInaPerforatedDomainUnderCoupledThermo-elasticity”,InternationalSymposiumonMacro-Meso-Micro-,andNano-MechanicsofMaterials(MM2003),HongKong,8-10,Dec./2003.

93.YongpingFengandJunzhiCui,“Multi-Scaleanalysisforthestructureofcompositematerialswithsmallperiodicconfigurationunderconditionofthermo-elasticity”,ACTAMECHANICALSINICA,vol.19,No.6,Dec.2003,585-592。

94.YongpingFengandJunzhiCui,“Multi-ScaleFEcomputationforthestructureofcompositematerialswithsmallperiodicconfigurationunderconditionofthermo-elasticity”,ACTAMECHANICALSINICA,Vol.20,No.1,February2004,54-63.

95.L.Q.CaoandJ.Z.Cui,AsymptoticexpansionandnumericalalgorithmsofeigenvaluesandeigenfunctionsoftheDirichletproblemforthesecondorderellipticequationsinperforateddomains,Numer.Math.,96,525-581,2004.

96.Y.Y.LiandJ.Z.Cui,“Two-scaleanalysismethodforpredictingheattransferperformanceofcompositematerialswithrandomgrainditribution”,ScienceinChinaSer.AMathematics,2004,Vol.47Supp.101-110.

97.J.R.ChenandJ.Z.Cui,“Two-scalefiniteelementmethodfornon-self-adjointellipticproblemswithrapidlyoscillatorycoefficients”,AppliedMathematicandComputation,150(2004),585-601.

98.何文明,崔俊芝,《一类特殊的椭圆型问题的高效蒙特卡罗算法》,系统科学与数学,Vol.24,No.2,2004,4,210-217.HeWenming,CuiJunzhi,“AhighefficientMonte-Carlomethodforaspecialkindofellipticproblem”,J.Sys.Sci.&Math.Scis.Vol.24,No.2,2004,4,210-217.

99.何文明,崔俊芝,“针对字符串等复杂数据的一种新的高效分档混合排序算法”,小型微型计算机系统,Vol.25,No.4,2004,698-701.HeWen-ming,CUIJunzhi,“Newhighefficientsortingalgorithmbygradingtocharacterstringdata”,MINI-MICROSYSTEMS,Vol.25,No.4,2004,698-701.

100.J.Z.CuiandY.A.Li,“Themulti-scaleanalysismethodfortheheatconductionproblemsofcompositematerials”,InvitedpresentationonInternationalconferenceonnumericalandappliedPDE’s,June23-28,2004,Changchun,China,andInvitedpresentationon‘US-ChinaWorkshoponMulti-ScaleModel-BasedSimulationinMechanicsandMaterialsEngineering’,Sep.3-5/2004,Dalian.

101.李友爱,崔俊芝,“复合材料热传导问题的多尺度分析方法”,‘应用力学进展’-祝贺郑哲敏先生八十华诞,洪友士主编,科学出版社,北京,2004,PP132-139.

102.李友云,崔俊芝,尤勇,盛万兴,“配电网络系统潮流计算的一种并行算法”,数值计算与计算机应用,Vol.25,No.3,2004,PP233-240.Y.Y.Li,J.Z.Cui,Y.You,W.X.Sheng,“AParallelAlgorithmfortheComputationoftheTidalCurrentintheDistributedPowerSystem”,J.Mumer.Meth.&Comp.Appl.,Vol.25,No.3,2004,PP233-240.

103.J.Z.CuiandY.Y.Li,“TheMulti-ScaleComputationalMethodforMechanicsParametersofCompositeMaterialswithRandomDistributionofMulti-ScaleGrains”,InvitedpresentationonWorkshoponProspectiveSimulationsofEngineeringSystems,Sep.10-12,Xi’an,China,第12届全国工程建设计算机应用学术会议,北京,2004年10月19-21日,大会报告.

104.李友云,崔俊芝,“具有大量椭圆颗粒/空洞随机分布区域的计算机模拟及改进三角形自动网格生成算法”,计算力学学报,Vol.21,No.5,2004,10,PP540-545.YouyunLi,JunzhiCui,“ComputerSimulationMethodfortheDomainwithLargeNumbersofRandomEllipseGrains/CavitiesandtheImprovingAutomaticTriangleMeshesGenerationAlgorithm”,ChineseJournalofComputationalMechanics,Vol.21,No.5,2004,10,PP540-545.

105.FengY.andCuiJ.,“MeanConvergenceofHermite-FejerTypeInterpolationonanArbitrarySystemofNodes”,AnalysisinTheoryandApplications,Vol.20,No.3,2004,PP199-215.

106.Y.P.FengandJ.Z.Cui,“Multi-ScaleAnalysisandFEComputationfortheStructureofCompositeMaterialswithSmallPeriodicConfigurationunderConditionofCoupledThermo-elasticity”,Intern.J.Numer.Meth.Engg,Vol.60,2004,PP1879-1910.

107.WenmingHeandJunzhiCui,“APointwiseEstimateonthe1-OrderApproximationof”,IMAJournalofAppliedMathematics(2005),Vol.70No.2,PP241-269.

108.WenmingHeandJunzhiCui,“AsymptoticExpansionMethodfortheTwoPointBoundaryValueProblemwithSmallPeriodicStructure”,AppliedMathematicsandComputation,Vol.161(2005),PP667-678.

109.Y.Y.Li,J.Z.Cui,“TheMulti-ScaleComputationalMethodfortheMechanicsParametersoftheMaterialswithRandomDistributionofMulti-ScaleGrains”,CompositesSciencesandTechnology,Vol.65(2005),PP1447-1458.

110.连尉平,崔俊芝,“三维编织复合材料模量的双尺度有限元计算”,计算力学学报,第22卷第3期,2005,PP268-274.WeipingLianandJunzhiCui,“TheTwo-ScaleFEAlgorithmsfortheMechanicsPredictionof3-DBraidedCompositeMaterials”,ChineseJournalofComputationalMechanics,Vol.22No.3,2005,PP268-274.

111.J.Z.Cui,“TheReportonNational‘theTenthFive-year’KeyProjects:DigitalProjevtofUrbanPlanning,Construction,ManagementandServices”,KeynotePresentationon‘The1-stInternationalConferenceonIntelligentandGreenBuildingTechnologies&Products’,March28-30,2005.崔俊芝,“国家‘十五’科技攻关项目‘城市规划、建设、管理与服务的数字化工程与应用示范’进展”,首届国际智能与绿色建筑技术研讨会,大会报告,2005年3月28-30日,中国,北京。

112.J.Z.CuiandX.G.Yu,“TheTwo-ScaleMethodsforMechanicsParameterComputationofCompositeMaterialswithPeriodicDistribution”,InvitedPresentationonSeventhHellenic-EuropeanResearchonComputerMathematicsanditsApplications(HERCMA2005)Conference,21-24Sep.2005,Athens,Greece.

113.崔俊芝,“计算机辅助工程(CAE)的现状和未来”,中国自动化学会制造技术专业委员会和中国机械工程学会机械工业自动化分会联合举办"全国计算机辅助工程(CAE)技术与应用高级研讨会",大会主题报告,2005年8月21-24日,北京。

114.J.Z.CuiandX.G.Yu,“TheMulti-ScaleMethodsforStiffnessandStrengthParameterComputationofComposites”,KeynoteLectureat‘SymposiumonMultiscaleSimulationsforPhysicalandMechanicalBehaviorsofMaterialsofWCCM-7’heldinHyattRegencyCenturyPlazaHotel,LosAngeles,CaliforniaoftheUnitedStatesfromJuly16-22,2006.

115.WenmingHe,ChangshengLinandJunzhiCui,FiniteElementApproximationofGreenFunctionBasedonTheMethodofMulti-scaleAsymptoticExpansions,AppliedMathematicsAndComputation,Volume174(1March,2006),PP199-222.Sci.

116.宋士仓,崔俊芝,小周期型复合材料稳态热传导问题的一种双尺度渐近展开收敛性分析,数学物理学报27卷第4期,2006.

117.崔俊芝,“CAE-提升工程和产品创新能力的技术”(上、下),中国计算机用户,2006年5月。

118.WenhuiMeng1*,JunzhiCui,“ApplicationofFastMulti-poleBoundaryElementMethodto2-DAcousticScatteringProblem”,2ndAsia-PacificInt.Conf.onComp.Meth.inEngrg(ICOME2006),Nov.14-16,2006,Hefei,China.

119.崔俊芝,“产品研发中CAE担重任”,计算机世界,46,2006年11月。

120.YanYu1*,JunzhiCui2,FeiHan:“AnEffectiveComputerGenerationMethodfortheMaterialswithRandomDistributionofLargeNumbersofHeterogeneousGrains”,EPMESCX,Aug.21-23,2006,Sanya,Hainan,China,2006TsinghuaUniversityPress&Springer-Verlag.

121.J.Z.Cui,X.G.Yu,Y.YuandF.Han,“TheMulti-ScaleMethodsforStrengthParameterPredictionofCompositeMaterialswithRandomdistribution”,TheSymposiumonMulti-PhysicsandMulti-ScaleComputationofMaterials-2006,(MPMSCM-2006),Oct.13-16,2006,Xi’an,China.

122.CuiJZ,YuXG.,“Thetwo-scalemethodsformechanicsparametercomputationofcompositematerialswithperiodicdistribution”,ACTAMECHANICASINICA,(2006)22:581-594.

123.YuX.G.andCuiJ.Z.,“Thepredictiononmechanicalpropertiesof4-stepbraidedcompositesviatwo-scalemethod”.JournalofCompositesScience&Technology,67(2007),PP471-480.

124.WenmingHeandJunzhiCui,“AFiniteElementMethodforEllipticProblemswithRapidlyOscillatingCoefficients”,BITNumericalMathematics,Vol.47(2007),No.1.

125.WenmingHeandJunzhiCui,“ALocalErrorEstimateforTheMethodofMultiscaleAsymptoticExpansionsforEllipticProblemwithRapidlyOscillatingCoefficients”,J.Math.Anal.Appl.,Vol.329(2007),547-556.

127.J.Z.Cui,X.G.Yu,Y.YuandF.Han,“TheMulti-ScaleMethodsforStrengthPredictionofCompositeMaterialswithRandomdistribution”,TheSymposiumonMulti-PhysicsandMulti-ScaleComputationofMaterials-2007,InvitedpresentationatNSF/CBMSConference,May21-25,2007,IowaCity,USA,andSemi-plenarylectureatISCM-07,Jul.30-Aug.1,Beijing,China.

128.JunzhiCuiandJianjunWan,“Two-orderandtwo-scalemethodforthedynamiccoupledthermo-elasticityproblemsofcompositematerialswithheatrelaxationtime”,Semi-plenarylectureatCCTAM-2007,Aug.20-22,Beijing.

129.WanJ.J.,CuiJ.Z.,SuF,“Two-scaleanalysisfordynamiccoupledthermo-elasticityproblemsofperiodicalcompositematerials”,ISCM-07,Jul.30-Aug.1,Beijing,China.

130.F.Han,J.Z.Cui,Y.Yu,“Predictionformechanicalpropertiesofcore-shellparticle-filledpolymersviastatisticaltwo-scalemethod”,ISCM-07,Jul.30-Aug.1,Beijing,China.

131.FangSuandJ.Z.Cui,“ATwo-orderandTwo-scaleComputationModelfortheDamageofCompositeMaterials”,ICCE-15July15-21,2007,Hainanisland,China,andCCTAM-2007,Aug.20-22,Beijing,China.

132.WanJ.J.andCuiJ.Z.,“Two-scaleanalysisfordynamiccoupledthermo-elasticityproblemsofperiodiccompositematerials”,InternationalWorkshop:AdvancementsinDesignOptimizationofMaterialsStructuresandMechanicalSystems,17-20Dec.,2007,Xi’an,China,NorthwesternPolytechnicUniversityandUniversityDeLiege,PP262-273.

133.J.Z.Cui,“TheMulti-ScaleComputationinWaterPowerConstructionofChina”,能源与环境数值模拟国际会议,2007年7月,北京,邀请报告

134.Y.Yu,J.Z.Cui,F.Han.“Aneffectivecomputergenerationmethodforthecompositeswithrandomdistributionoflargenumbersofheterogeneousgrains”.‘CompositesScienceTechnology’,68:2543-2550,2008.

135.Y.Yu,J.Z.Cui,F.Han,Y.Chen.“Thetwo-orderandtwo-scalemethodforheatconductionpropertiesofcompositematerialswithrandomdistributionofgrains”.‘ComputerandExperimentalSimulationsinEngineeringandScience’2:PP19-34,2008.

136.F.Han,J.Z.Cui,Y.Yu.“Thestatisticaltwo-orderandtwo-scalemethodforpredictingthemechanicsparametersofcore-shellparticle-filledpolymercomposites”.‘InteractionandMulti-scaleMechanics:AnInternationalJournal’,Vol.1No.2,2008,PP231-251.

137.李友爱,崔俊芝,“改进的椭圆型问题一阶渐近展开误差估计”,高等学校计算数学学报,02期,pp178-183,2008。

138.孟文辉,崔俊芝,“快速多极边界元方法在二维声散射问题中的应用”,中国科学技术大学学报,38(11),pp1332-1340,2008。

139.Y.Li,J.Cui,S.Long,“Finiteelementcomputationformechanicsparametersofcompositematerialwithrandomlydistributedmulti-scalegrains”,EngineeringAnalysiswithBoundaryElements,32(4),pp290-298,2008.

140.李友云,崔俊芝,龙述荛,“具有大量颗粒随机分布三维区域的计算机模拟及其四面体网格快速自动生成的算法”,计算力学学报,Vol25(3),2008,PP319-324.

141.J.Z.Cui,FangSu.“TheTwo-OrderandTwo-ScaleMethodforMechanicsBehaviorfortheDamagedStructuresofCompositeMaterials”.WCCM-8,Jun.31-Jul.4,2008,Venice,Italy.Keynotespeaker.

142.JunzhiCui,FeiHan,YanYu.“TheStatisticalTwo-orderandTwo-scaleMethodforMechanicsParametersofRandomCompositeMaterials”.ICHMM-08.Jun.3-6,2008,Huangshan,China.Invitedpresentation.

143.F.Han,J.Z.Cui,Y.Yu.“TheStatisticallySecond-OrderTwo-ScaleMethodforPredictingtheMechanicalPerformanceofCompositeswithInconsistentRandomDistribution”.ICMRDCC,Oct.13-16,2008,NanjingChina.Invitedpresentation.

144.Y.Yu,J.Z.Cui,F.Han.“StatisticalTwo-orderandTwo-scaleMethodforPhysicsFieldProblemsofCompositeswithNon-stationaryStochasticDistribution”.Cross-StraitConferenceonComputationalMechanics,Aug.24-27,2008,TaibeiChina.Invitedspeaker.

145.F.Han,J.Z.Cui,Y.Yu.“TheStatisticalSecond-OrderTwo-ScaleMethodforPredictingThermo-elasticPropertiesofCompositeStructurewithInconsistentlyRandomDistribution”.IWCMM18,Oct.8-10,2008,Beijing,China.Invitedspeaker

146.YanYu,JunzhiCui,FeiHan,“Thestatisticalsecond-ordertwo-scaleanalysismethodforheatconductionperformancesofthecompositestructurewithinconsistentrandomdistribution”,ComputationalMaterialsScience,46(1),pp151-161,2009.

147.王镜波,崔俊芝,聂玉峰,“单向纤维增强复合材料的双尺度分析模型及其力学参数计算”,数值计算与计算机应用,30(01),pp30-40。

148.FeiHan,JunzhiCui,YanYu,“Thestatisticalsecond-ordertwo-scalemethodforthermomechanicalpropertiesofstatisticallyinhomogeneousmaterials”,ComputationalMaterialsScience,46(3),pp654-659,2009.

149.韩非,崔俊芝,于艳,“非一致随机分布复合材料力学参数预测的统计二阶双尺度方法”,物理学报,第58卷,专刊,2009年6月,S001-007。SCI.

150.冯永平,崔俊芝,“周期空洞区域中热力耦合问题的双尺度有限元计算”,物理学报,第58卷,专刊,2009年6月,S327-337。SCI.

151.郝柏林,崔俊芝,““1019任务”四十年”,物理学报,第58卷,第11期。SCI.

152.于艳,崔俊芝,韩非,“颗粒随机分布复合材料结构的热传导性能预测的统计二阶双尺度分析方法”,材料工程学报,2009,增刊。

153.J.Z.Cui,F.Han,Y.J.Shan,“Statisticalmulti-scalemethodofmechanicsparameterpredictionforrockmasswithrandomcracks/jointsdistribution”,‘ComputationalStructuralEngineering’editedbyY.yuan,J.Z.CuiandH.A.Mang,ProceedingsoftheInternationalSymposiumonComputationalStructuralEngineering,heldinShanghai,China,June22-24,2009,Springer2009.PP49-62.InvitedPresentation.ISTP.

154.WeijieSong,JunzhiCui,ZhenglinYe,“Visualizing3-Dtensorfieldsusingatypeofsurfaceicons”,‘Proceedings11-thIEEEInternationalConferenceonComputer–AidedDesignandComputerGraphics’,PP627-631,IEEECAD/GRAPHICS2009,August19-21,2009,YellowMountainCity,China.ISTP.

155.J.Z.Cui,F.Han,Y.J.Shan,“Statisticalmulti-scalemethodofmechanicsparameterpredictionforrockmass”,‘RockEngineeringinDifficultConditions’,PP151-152,‘3rdCanada-USRockMechanicsSymposium’&‘20thCanadaRockMechanicsSymposium’,9-15May,2009,Toronto,ON,Canada.ISTP.

156.YouyunLi,JunzhiCui,andJianlongZheng,“Homogenousmethodanalysisforelasticitydisplacementfieldsofcompositeswithrandomgrains”,MathematicaNumericaSinica,Vol.31,No.3,PP275-286.(InChinese).

157.FangSu,JunzhiCui,ZhanXu,“Atwo-orderandtwo-scalecomputationMethodfornonselfadjointellipticproblemswithrapidlyoscillationcoefficients”,AppliedMathematicandMechanics(English),Vol.30(12),2009,PP1579-1588.

158.SuFang,CuiJunzhi,XuZhan,DongQiaoli,“Asecond-ordertwo-scalecomputationmethodforcompositestructurewithsmallquasi-periodicity”,FiniteElementinAnalysisandDesign,Vol.46(2010),PP320-327.

159.1X.Tian,JZ.Cui,MZ.Xiang,“AtomisticSimulationsontheMechanicalBehaviorofSingle-CrystallineCuNanowiresunderBendingandTorsionLoads”,JournalofComputationalandTheoreticalNanoscience,Vol.7No.6,2010,1194-1200.

160.X.Tian,JZ.Cui,BW.Li,MZ.Xiang,“InvestigationsonthedeformationbehaviorofpolycrystallineCunanowiresandsomefactorsaffectingthemodulusandyieldstrength”,ModellingandSimulationinMaterialsScienceandEngineering,Vol.18No.5,2010.

161.WM.He,JZ.Cui,“Errorestimateofthehomogenizationsolutionforellipticproblemswithsmallperiodiccoefficientson”,ScienceChina–Mathematics,Vol.53No.5,2010,1231-1252.

162.F.Han,JZ.Cui,Y.Yu,“Thestatisticalsecond-ordertwo-scalemethodformechanicalpropertiesofstatisticallyinhomogeneousmaterials”,Int.J.Numer.Meth.Engng.2010;84:972—988。

163.F.Han,J.Cui,Y.Yu,“TheSecond-OrderTwo-ScaleComputationforthePhysicsandMechanicalBehaviorsofFGM’sStructurewithRandomDistribution”,Invitedpresentationon3-rdInternationalConferenceonMultiscaleStructureandSystems,jun.10-12/2010,Beijing.

164.宋伟杰,崔俊芝,叶正麟,周敏,“二阶对称张量场可视化的一种新模式”,计算机工程与应用,2011(06):1-4。

165.向美珍,崔俊芝,田霞,“基于原子模型的非局域连续模型”,中国科学:G辑,41(3),2011.

166.YunChen,JunzhiCui,YufengNie,“Anewcomputationalalgorithmformodelingthermo-mechanicalfrictionalcontactproblemsofpolycrystallinebasedonplasticsliptheory”,ComputerMethodsinAppliedMechanicsandEngineering,2011,vol.1932,no.1,pp.1-18.

167.YunChen,JunzhiCui,YufengNie,XiaofengGuan,“TheThermo-MechanicsCoupledModelofPolycrystallineAggregatesBasedonPlasticSlipSysteminCrystalsandTheirInterfaces”,AdvancedMaterialsResearch,2011,Vol.5,pp397-405.

168.田霞,崔俊芝,“基于分子动力学模拟的多静结构微观热-力偶和行为的计算”,计算力学学报,Vol.28,No.6,Dec.2011.

169.Wen-mingHe,Xiao-feiGuanc,Jun-zhiCui,“Thelocalsuperconvergenceofthetrilinearelementforthethree-dimensionalPoissonproblem”,J.Math.Anal.Appl.,388(2012),PP863-872.

170.Wen-mingHe,Jun-zhiCui,“TheEstimateoftheMulti-ScaleHomogenizationMethodforGreen’sFunctiononSobolevSpaceW1;q”,COMMU.ONPUREANDAPPLIEDANALYSIS,Vol.11,No.2,March2012.

171.XIANGMeiZhen1*,CUIJunZhi,LIBoWen&TIANXia,“Atom-continuumcoupledmodelforthermo-mechanicalbehaviorofmaterialsinmicro-nanoscales”,SciencesChina-PhysMechAstron,June2012Vol.55No.6:1125–1137.

172.TIANXia1*,CUIJunZhi&LIBoWen,“Anewmethodformodelingthermo-mechanicalbehaviorsofpolycrystallineaggregates”,SciencesChina-PhysMechAstron,2012.

173.田霞,崔俊芝,关晓飞.“单晶铜纳米线弯曲、扭转的变形机制的分子动力学研究”.中国科学:物理学力学天文学,2012,42:965–972。

174.田霞,崔俊芝,“基于分子动力学模拟的多晶结构微观热-力耦合行为的计算”,计算力学学报,第29卷第1期,2012年2月,PP95-98。

175.陈云,崔俊芝,聂玉峰,“基于有限变形单晶塑性滑移的微观热-力耦合模型及其有限元计算”,固体力学学报(CHINESEJOURNALOFSOLIDMECHANICS),第33卷第1期2012年2月(VOL33,No.12012)。

176.崔俊芝,杨秀敏,“土木工程科学的综合交叉研究”,‘土木学科发展现状及前沿发展方向研究’,中国工程院土木、水利、建筑工程学部,人民交通出版社,2012年5月,PP.355-368。

177.欧进萍,崔俊芝,“结构工程的发展现状及前沿发展方向”,‘土木学科发展现状及前沿发展方向研究’,中国工程院土木、水利、建筑工程学部,人民交通出版社,2012年5月,PP.1-30。

178.王静,梁博,崔俊芝,“土木工程信息技术学科现状及前沿发展方向研究”,‘土木学科发展现状及前沿发展方向研究’,中国工程院土木、水利、建筑工程学部,人民交通出版社,2012年5月,PP.324-354。

179.ZhiqiangYang,JunzhiCui,YufengNieandQiangMa,"TheSecond-OrderTwo-ScaleMethodforHeatTransferPerformancesofPeriodicPorousMaterialswithInteriorSurfaceRadiation",CMES,vol.88,no.5,pp.419-442,2012.

180.QiaofuZHANG,JunzhiCUI,“ExistencetheoryforRosselandequationanditshomogenizedequation”,Appl.Math.Mech.,33(12),1–18(2012).

181.ZHANGQiaoFu&CUIJunZhi,“InteriorHolderandgradientestimatesforthehomogenizationofthelinearellipticequations”,SCIENCECHINAMathematics,Vol.56No.8:1575–1584,August2013.

182.QiangMa,andJunzhiCui,“Second-OrderTwo-ScaleAnalysisMethodfortheHeatConductiveProblemwithRadiationBoundaryConditioninPeriodicalPorousDomain”,Commun.Comput.Phys,Vol.x,No.x,pp.1-32,2013.

183.ZhiqiangYANG,JunzhiCUI,andYiqiangLI,“TheStatisticalSecond-OrderTwo-ScaleMethodforHeatTransferPerformanceofRandomPorousMaterialswithInteriorSurfaceRadiation”,Intern.J.Numer.Anal.7&Model,Ser.B,Vol.1,No.1,PP.1-18,2013.

184.杨志强,崔俊芝,张乔夫,“多孔材料辐射传热耦合性能的统计二阶双尺度计算”,复合材料学报,第30卷第2期,2013年4月.

185.ZihaoYang,JunzhiCui,“Thestatisticalsecond-ordertwo-scaleanalysisfordynamicthermo-mechanicalperformancesofthecompositestructurewithconsistentrandomdistributionofparticles”,ComputationalMaterialsScience,69(2013)359–373.

186.XiaTian,JunzhiCuiect.,“Investigationsonthedeformationmechanismsofsingle-crystallineCunanowiresunderbendingandtorsion”,ComputationalMaterialsScience83(2014),250–254.

187.XiaTian,JunzhiCuiandXingangYu,“AtomisticSimulationsontheMechanicalBehaviorofCuNanowireswithTwinBoundaries”,JournalofComputationalandTheoreticalNanoscience,Vol.11,1–4,2014.

188.XiaTian,JunzhiCuiect.,“Investigationsonthedeformationmechanismsofsingle-crystallineCunanowiresunderbendingandtorsion”,ComputationalMaterialsScience83(2014)250–254.

189.XiaTian,JunzhiCuiandXingangYu,“AtomisticSimulationsontheMechanicalBehaviorofCuNanowireswithTwinBoundaries”,JournalofComputationalandTheoreticalNanoscience,Vol.11,1–4,2014.

190.BowenLi,JunzhiCui,XiaTian,XingangYu,MeizhenXiang,“Thecalculationofmechanicalbehaviorformetallicdevicesatnano-scalebasedonAtomic–ContinuumCoupledmodel”,ComputationalMaterialsSciencexxx(2014)xxx–xxx.

192.Wen-MingHe,Jun-ZhiCui,Qi-DingZhu,“Thelocalsuper-convergenceofthequadratictriangularelementforthePoissonprobleminapolygonaldomain”,NumericalMethodsforPartialDifferentialEquations,Vol.30,No.6,1854-1876.DOI10.1002/num.21881.

194.ZhiqiangYang,JunzhiCuiandQiangMa,“TheSecond-OrderTwo-ScaleComputationforIntegratedHeatTransferProblemwithConduction,ConvectionandRadiationinPeriodicPorousMaterials”,DISCRETEANDCONTINUOUSDYNAMICALSYSTEMSSeriesB,Vol.19,No.3,May2014pp.827-848.

195.YangZhi-Qiang(杨志强),CuiJun-Zhi(崔俊芝),andLiBo-Wen(李博文),“Second-ordertwo-scalecomputationsforconductiveandradiativeheattransferprobleminperiodicporousmaterials”,Chin.Phys.BVol.23,No.3(2014).

196.ZihaoYANG,JunzhiCUI,YataoWU,ZiqiangWANGandJianjunWAN,“Second-OrderTwo-ScaleAnalysisMethodforDynamicThermo-MechanicalProblemsinperiodicStructure”,Intern.J.NUMERICALANALYSISANDMODELING,Volume00,Number0,Pages1-18.

197.[10]WANGZiQiang&CUIJunZhi,“Second-ordertwo-scalemethodforbendingbehavioranalysisofcompositeplatewith3-Dperiodicconfigurationanditsapproximation”,SCIENCECHINAMathematics,August2014Vol.57No.8:1713–1732,doi:10.1007/s11425-014-4831-1.

198.Y.T.Wu,J.Z.Cui,Y.F.NieandY.Zhang,“Predictingeffectiveelasticmoduliandstrengthofternaryblendswithcore–shellstructurebysecond–ordertwo–scalemethod”,CMC,vol.42,no.3,pp.205-225,2014.

199.ZhiqiangYang,JunzhiCui,YiSun,JingranGe.“AMulti-scalecomputationfortransientheatconductionproblemwithradiationboundaryconditioninporousmaterials”.FiniteElementsinAnalysisandDesign,102-103(2015)7–18.

200.ZhiqiangYang,JunzhiCui,YiSun,JunLiangandZihaoYang.“Multi-scaleanalysismethodforthermo-mechanicalperformanceofperiodicporousmaterialswithinteriorsurfaceradiation”.Int.J.Numer.Meth.Engng,2015,00:1–35.

201.TiansiHan,JunzhiCui,XingangYu,YantaoYang.“AlocalQuantum–Atomistic–Continuummodelformechanicalbehaviorsatmicro-nanoscale”.ComputationalMaterialsScience,109(2015)312–322.

202.ZihaoYang,JunzhiCui,YufengNie,etal.“Dynamicthermo-mechanicalcoupledsimulationofstatisticallyinhomogeneousmaterialsbystatisticalsecond-ordertwo-scalemethod”.ActaMechanicaSinica,31(5):762-776,2015.

203.HaoDong,YufengNie,JunzhiCui,etal.“Second-ordertwo-scaleanalysisandnumericalalgorithmsforthehyperbolic–parabolicequationswithrapidlyoscillatingcoefficients”.ChinesePhysicalB,24(9):090204,2015.

204.ZihaoYang,JunzhiCui,YataoWu,ZiqiangWang,andJianjunWan.“Second-ordertwo-scaleanalysismethodfordynamicthermos-mechanicsprobleminperiodicstructure”.Intern.J.Numer.Analysis&Modeling,Volume12,Number1,Pages144-161.

205.YangZhang,JunzhiCui,YufengNie.“Thesecond-ordertwo-scalecomputationalmethodforageinglinearviscoelasticproblemincompositematerialswithperiodicstructure”.AppliedMathematicsandMechanics(EnglishEdition),(Accepted).Appl.Math.Mech.-Engl.Ed.,0(0),1–13(2015),DOI0,ShanghaiUniversityandSpringer-Verlag.

206.Zhi-HuiLi,QiangMa,Junzhi,Cui,“Second-ordertwo-scalefiniteelementalgorithmfordynamicthermo-mechanicalcouplingprobleminsymmetricstructure”,JournalofComputationalPhysics,314(2016),712-748.

207.QiangMa,JunzhiCui,Zhi-huiLi,“Second-ordertwo-scaleasymptoticanalysisforaxisymmetricandsphericalsymmetricstructurewithperiodicconfigurations”,Inten.JournalofSolidsandStructures,78(2016)77-100.

208.QiangMa,JunzhiCui,ZhihuiLi,ZiqiangWang,“Second-orderasymptoticalgorithmforheatconductionproblemsofperiodiccompositematerialsincurvilinearcoordinates”,JournalofComputationalandAppliedMathematics306(2016)87–115.

209.ZhihuiLi,QiangMaandJunzhiCui,“Finiteelementalgorithmfordynamicthermo-elasticitycouplingproblemsandapplicationtotransientresponseofstructurewithstrongaero-thermo-dynamicenvironment”,Commun.Comput.Phys.,Vol.20,No.3,pp.773-810,September2016.doi:10.4208/cicp.270515.010216a.

210.ZhiqiangYang,JunzhiCui,SongZhou,“Thermo-mechanicalanalysisofperiodicporousmaterialswithmicro-scaleheattransferbymulti-scaleasymptoticexpansionmethod”,InternationalJournalofHeatandMassTransfer,92(2016)904–919.

211.Yang,Y.,Cui,J.,&Han,T.,“ErroranalysisformomentumconservationinAtomic-ContinuumCoupledModel”,ComputationalMechanics,(2016)58(2),199–211.

212.HaoDong,YufengNie,JunzhiCui,YataoWu,ZihaoYang,“Second-ordertwo-scaleanalysisandnumericalalgorithmforthedampedwaveequationsofcompositematerialswithquasi-periodicstructures”,AppliedMathematicsandComputation,November22,2016;9:31.

216.HaoDong,YufengNie,JunzhiCui,YataoWu,ZihaoYang,“Second-ordertwo-scaleanalysisandnumericalalgorithmforthedampedwaveequationsofcompositematerialswithquasi-periodicstructures”,AppliedMathematicsandComputation298(2017)201–220.

217.HaoDong,JunzhiCui,YufengNieandZihaoYang,“Second-OrderTwo-ScaleComputationalMethodforNonlinearDynamicThermo-MechanicalProblemsofCompositeswithCylindricalPeriodicity”,Commun.Comput.Phys.,Vol.21,No.4,pp.1173-1206,April2017.

219.Wen-mingHe,JunzhiCui,JiangmanShen,”Thelocalultraconvergenceforhigh-degreeGalerkinfiniteelementmethods”,J.Math.Anal.Appl.446(2017)62–86.

220.HaoDong,JunzhiCui,YufengNie,ZihaoYang,ZiqiangWang,“High-OrderThree-ScaleComputationalMethodforHeatConductionProblemsofAxisymmetricCompositeStructureswithMultipleSpatialScales”,AdvancesinEngineeringSoftware,121(2018),1-12.

221.HaoDong,JunzhiCui,YufengNie,QiangMa,ZihaoYang,“MultiscaleComputationalMethodforThermoelasticProblemsofCompositeMaterialswithOrthogonalPeriodicConfigurations”,AppliedMathematicalModelling60(2018)634–660.

222.HaoDong,YufengNie,JunzhiCui,ZihaoYang,ZiqiangWang,“Second-OrderTwo-ScaleAnalysisMethodforDynamicThermo-MechanicalProblemsofCompositeStructuresWithCylindricalPeriodicity”,Intern.J.Numer.Analysis&Modeling,Vol.15,No.6,834–863.

223.HaoDong,JunzhiCui,YufengNie,ZihaoYang,“Second-OrderTwo-ScaleComputationalMethodforDampedDynamicThermo-MechanicalProblemsofQuasi-PeriodicCompositeMaterials”,JournalofComputationalandAppliedMathematics343(2018)575–601.

224.HaoDong,JunzhiCui,YufengNie,ZihaoYang,ZhiqiangYang,“MultiscaleComputationalMethodforHeatConductionProblemsofCompositeStructureswithDiversePeriodicConfigurationsinDifferentSubdomains”,ComputersandMathematicswithApplications,76(2018)2549–2565.

225.HaoDong,JunzhiCui,YufengNic,ZihaoYang,QiangMa,XiaohanCheng,“Multiscalecomputationalmethodfortransientheatconductionproblemsofperiodicporousmaterialswithdiverseperiodicconfigurationsindifferentsubdomains”,AppliedNumericalMathematics136(2019)215–234.

226.JieqiongZhang*,JunzhiCui,ZihaoYang,YifanYu.“Heatcapacityandthermalexpansionofmetalcrystallinematerialsbasedondynamicthermalvibration.ComputationalMechanics.2019,63(5),971-984.Doi:10.1007/s00466-018-1632-3

227.Z.Q.Yang*,Y.Sun,J.Z.Cui,J.G.Ge*,“Athree-scaleasymptoticexpansionforpredictingviscoelasticpropertiesofcompositeswithmultipleconfiguration”,EuropeanJournalofMechanics-A/Solids,2019,76:235-246.

228.Z.Q.Yang*,Y.Sun,J.Z.Cui,T.Y.Guan,“Asecond-ordertwo-scalealgorithmforthermo-mechanicalcouplingproblemsinquasi-periodicporousmaterials”,CommunicationsinComputationalPhysics,2019,25(4):1144-1176.

229.H.Dong*,X.J.Zheng,J.Z.Cui,Z.Q.Yang*,Z.H.Yang,“Multiscalecomputationalmethodfordynamicthermo-mechanicalproblemsofcompositestructureswithdiverseperiodicconfigurationsindifferentsubdomains”,JournalofScientificComputing,2019,79(3):1630-1666.

230.H.Dong*,X.J.Zheng,J.Z.Cui,Y.F.Nie,Z.Q.Yang*,Q.Ma,“Multiscalecomputationalmethodfordynamicthermo-mechanicalperformanceofheterogeneousshellstructureswithorthogonalperiodicconfigurations”,ComputerMethodsinAppliedMechanicsandEngineering,2019,354(1),143-180.

231.QiangMa,HaoWang*,ZhiqiangYang*,ZhihuiLi,JunzhiCui.“Second-OrderAsymptoticAnalysisandComputationsofAxiallyandSphericallySymmetricPiezoelectricProblemsforCompositeStructures”,JournalofScientificComputing,2019,81(2),689–731.

232.HaoDong,XiaojingZheng,JunzhiCui,ZhiqiangYang,ZihaoYang.“High-orderthree-scalecomputationalmethodfordynamicthermo-mechanicalproblemsofcompositestructureswithmultiplespatialscales”.InternationalJournalofSolidsandStructures,2019,169,95-121.

233.崔俊芝,余翌帆,“基于分子动力学模拟的金属构件的弹-塑性分解方法”,计算数学,42卷3期,2020年8月。CuiJunzhi,YuYifan,“Elastic-PlasticDecompositionMethodofMetallicStructurebasedonMoleculeDynamicsSimulation”,MathematicaNumericaSinica,Vol.42,No.3,Aug.,2020.

234.XiaTian,JunzhiCui,MeiYang,KaipengMa,MeizhenXiang,“MolecularDynamicsSimulationsonShockResponseandSpallingBehaviorsofSemi-Coherent{111}Cu-AlMultilayers”,InternationalJournalofMechanicalSciences172(2020)105414.

235.JieqiongZhang,JunzhiCui,ZihaoYang,ShangkunShen,“Thermo-DynamicPropertiesandThermos-ElasticConstitutiveRelationforCubicCrystalStructuresBasedonImprovedFreeEnergy”,ComputationalMechanics(2020)65:989–1003.

236.ChangqingYe,HaoDong,JunzhiCui,“ConvergenceRateofMultiscaleFiniteElementMethodforVariousBoundaryProblems”,JournalofComputationalandAppliedMathematics,374(2020)112754.

237.XiaTian,KaipengMa,GuangyuJi,JunzhiCui,YiLiao,MeizhenXiang,“Anisotropicshockresponsesofnano-porousAlbymoleculardynamicssimulations”,PLOSONE,March17,2021.

239.ShangkunShen,ZihaoYang,FeiHan,JunzhiCui,JieqiongZhang,“Peridynamicmodelingwithenergy-basedsurfacecorrectionforfracturesimulationofrandomporousmaterials”,TheoreticalandAppliedFractureMechanics,114(2021)102987.

240.ChangqingYe,JunzhiCuiandHaoDong,“AsymptoticAnalysisofNonlinearRobin-TypeBoundaryValueProblemsWithSmallPeriodicStructure”,MultiscaleModel.Simul.,Vol.19,No.2,pp.830—845.

THE END
1.CMAes,python,遗传算法cmaes:适用于CMA进化策略的Python库 CMA-ES 轻量级协方差矩阵适应进化策略(CMA-ES)[1]的实现。 消息 2021/03/10 在Optuna中型博客上发布。 本文介绍了何时以及如何充分利用CMA-ES采样器。 请检查一下! 2021/02/02由该库的维护者撰写的论文在AAAI 2021上被接受 :party_popper: 2020/07/29 Optuna的内置CMA-ES...https://www.iteye.com/resource/shaoyezuizuishaui-11127978
2....DescentforOptimizationofDeepNeuralNetworksLM-CMA: an Alternative to L-BFGS for Large Scale Black-box Optimization 被引用 发布时间·被引用数·默认排序 社区问答 我要提问 Stochastic Gradient Descent Optimizes Over-parameterized Deep ReLU Networks Difan Zou...Quanquan Gu arXiv: Learning ...https://readpaper.com/paper/2890850833
3.毕业论文升降机设计.docx毕业论文升降机设计.docx,引言 本计算仍然采用千牛顿-厘米-秒制,g取10。其弹性模数对Q235钢取E=2.1 x 105MPa 本结构对钢结构采用极限状态计算方法。在本计算中,下述状态均为极限状 ^态。 平衡铁和吊栏摔下。 第一次安装30米,不附着,不拉懒风绳,即独立高度 30米时: A https://max.book118.com/html/2021/1109/8130057134004033.shtm
1.调整论文结构对降低AIGC率有多大帮助?AIGC(人工智能生成内容)生成的论文往往遵循较为固定的结构模式。通过调整论文结构,我们能够赋予论文独特的个性,从而与 AI 生成的内容区分开来。 通常,AI 可能按照标准的 “引言 - 研究方法 - 研究结果 - 讨论 - 结论” 顺序来组织内容。我们可以打破这种常规。例如,先提出一个引人入胜的研究结果或者一个有争议的...https://www.qkcnki.com/jiangchong/3351.html
2.长安汽车申请燃油蒸发排放系统管路压力波动预测及优化专利,实现对...金融界2024年11月14日消息,国家知识产权局信息显示,重庆长安汽车股份有限公司申请一项名为“燃油蒸发排放系统管路压力波动预测及优化方法与系统”的专利,公开号CN 118940494 A,申请日期为2024年7月。 专利摘要显示,本申请涉及燃油蒸发排放系统技术领域,具体涉及燃油蒸发排放系统管路压力波动预测及优化方法与系统。本申请根...https://www.dongchedi.com/article/7437078468604133939
3.基于云模型的CMAES算法研究与应用针对此问题,本文基于云模型在处理不确定性方面的优良能力,对CMA-ES的步长控制过程进行改进,得到了一种基于云推理的改进CMA-ES算法。首先,通过分析算法运行过程,建立步长控制的云推理模型;然后,采用云模型的不确定性推理方法实现对种群步长的不确定性控制;最后,在63个常用的测试函数组成的测试集上进行仿真测试实验,...https://cdmd.cnki.com.cn/Article/CDMD-10112-1015603135.htm
4.CMAES算法初探论文阅读 Decision-based Black-box Adversarial Attacks (1+1)-CMA-ES,通过在每一次迭代中挑选更好的一个后代进入下一个迭代,通过这个方法解决黑盒优化问题。但是,直接使用此策略对攻击设置中提出的约束条件进行优化是无效的,因为x'维度较高。且基于决策...维度。算法如下: z是每次迭代中的随机噪声,服从N分布,...https://www.pianshen.com/article/28352616342/
5.多目标优化中常用的进化算法简介及原论文(最全概括)6.CMA-ES 原文:Completely derandomized self-adaptation in evolution strategies,2001和The CMA Evolution Strategy: A Comparing Review,2006 CMA-ES代表协方差矩阵自适应进化策略.进化策略(ES)是求解非线性或非凸连续优化问题的随机无导数方法.它们属于进化算法和进化计算的范畴。进化算法广泛地基于生物进化原理,即变异...https://blog.51cto.com/u_15718612/5473063
6.CMAES算法初探这是一篇论文里面的CMA-ES的总体方案;第一步取值;第二步挑精英值;第三步,更新均值μ;第四步更新 步长σ需要的演化路径 ;第五步更新步长;第六步更新path2 需要的C的演化路径;第七步我个人觉得不需要?(同时在另一篇论文“基于改进的CMA_ES的仿真足球机器人的行走优化”里面,也是直接第八步的,这个欢迎讨论哈...https://blog.csdn.net/qq_40206371/article/details/117091441
7....强化学习研究《哈尔滨工业大学》2021年硕士论文在本文中采用了协方差矩阵自适应进化策略(CMA-ES),该算法是一类优秀的黑盒优化器,尤其用于解决带噪声优化问题的。该算法引入两条进化路径来弥补种群数量的稀缺,一条是考虑所有代种群,第二条是考虑个体的进化方向,即演化路径。将两条进化路径结合后能够实现策略寻优。本文最后使用二阶倒立摆来验证算法的有效性和数据...https://mall.cnki.net/magazine/article/CMFD/1021902129.nh.htm
8.法国克莱蒙高等商学院在职研究生MBA学员将在博士学习的第一年下半年开始论文的准备工作,即确定论文研究方向和主题,并提交博士论文开题报告;同时紧随项目学术中心的安排,在学制第三年,完成论文...世界终身教育委员会(CMA,全称Comité Mondial pour les Apprentissages tout au long de la vie), 是法国一个非营利性协会,由联合国教科文组织大会主席和...https://yzmsxy.com/wap/fgklmgdsxy/4061.html
9.高路堑边坡(精雅篇)1、设置较缓的边坡(1:1.5~1:2.0),在边坡上采用浆砌片石防护;2、对中等以上膨胀土全段在坡脚设置浆砌片石挡墙支护;3、CMA改性处理;4、GES柔性挡墙支护。 3.1浆砌片石护坡 当路堑高度H<3m时,挖方边坡设计施工采用30cm厚M7.5浆砌片石防护,且放缓边坡,边坡坡率宜为1:1.5~1:2.0。具体如下: ...https://www.360wenmi.com/f/cnkey054xbxq.html
10.论文研读For example, Bringmann et al. [50] suggested to use the Monte Carlo method to improve the computational efficiency of HV calculations in the multiobjective covariance matrix adaptation evolution strategy(提出使用蒙特卡罗方法提高CMA-ES计算HV时的计算效率). Some fast nondominated sorting approaches were ...https://cloud.tencent.com/developer/article/1679158
11..../CTA成像无创检测兔动脉粥样硬化易损斑块及血栓论文Noninvasive imaging of vulnerable plaques and thrombuses with PET/CT complex imaging technique导出 在线阅读 下载全文 收藏 分享 纠错 摘要: 目的 探讨18氟-氟代脱氧葡萄糖(18 F-FDG) PET/CTA成像检测兔主动脉易损斑块和预测血栓事件可行性.方法 28只雄性新西兰大白兔,高脂饲料饲喂2周后球囊拉伤腹主动脉...http://dx.doi.org/10.3760/cma.j.issn.0376-2491.2013.19.005
12.钛学术文献服务平台钛学术文献服务平台拥有1.5亿可下载的论文文献资源,涵盖有学术期刊论文丶会议论文 、专利文献等,满足广大科研工作者对期刊论文 、会议论文 、专利文献查询下载需求。https://doc.taixueshu.com/
13.yjsgl.wust.edu.cn/gmis/xkjsb/yjsdsfc.aspx?id=AFCD1456◇ :在国内外核心期刊上发表学术论文情况 论文题目 刊物名称 刊物国家 收录情况 卷期 排名 Improved grey wolf optimization based on the two-stage search of hybrid CMA-ES Soft Computing 国外 SCI 1 1 具有转换函数的均匀差分进化算法及性能分析 控制理论与应用 国内 EI 26 1 An Improved Differential Ev...http://yjsgl.wust.edu.cn/gmis/xkjsb/yjsdsfc.aspx?id=AFCD1456-73B3-4040-8DB2-BF7946FB155C
14.中国医药导报杂志中国医学科学院主办2009年第11期统计源期刊(中国科技论文优秀期刊)知网收录(中)维普收录(中)万方收录(中)CA 化学文摘(美)JST 日本科学技术振兴机构数据库(日)国家图书馆馆藏上海图书馆馆...结果:辛伐他汀片试验制剂和参比制剂的主要药动学参数Cma... 液基细胞学检查与杂交捕获 Ⅱ代法检测人乳头状瘤病毒DNA的临床意义 关键词:人乳头状瘤病毒...https://www.youfabiao.com/zgyydb/200911/
15.RearrangeIndoorScenesforHumanRobotCoActivity【要点】:该论文提出了一种基于优化的框架,通过重新排列室内家具以更好地适应人机共活动,其创新点在于整合了空间和语义共现信息来保持家具的功能关系,并将人机共活动的重新排列定义为一个优化问题。 【方法】:采用自适应模拟退火(ASA)和协方差矩阵适应进化策略(CMA-ES)来解决优化问题。 https://www.aminer.cn/pub/640e947e90e50fcafd10ffed/rearrange-indoor-scenes-for-human-robot-co-activity