张丽莉讲师
博士研究生
教授课程：微积分、概率论与数理统计
研究方向：常微分方程边值问题



P.MsoNormal{TEXT-JUSTIFY:inter-ideograph;TEXT-ALIGN:justify;MARGIN:0cm0cm0pt;FONT-FAMILY:"Calibri","serif";FONT-SIZE:10.5pt}LI.MsoNormal{TEXT-JUSTIFY:inter-ideograph;TEXT-ALIGN:justify;MARGIN:0cm0cm0pt;FONT-FAMILY:"Calibri","serif";FONT-SIZE:10.5pt}DIV.MsoNormal{TEXT-JUSTIFY:inter-ideograph;TEXT-ALIGN:justify;MARGIN:0cm0cm0pt;FONT-FAMILY:"Calibri","serif";FONT-SIZE:10.5pt}H1{TEXT-JUSTIFY:inter-ideograph;TEXT-ALIGN:justify;LINE-HEIGHT:240%;PAGE-BREAK-AFTER:avoid;MARGIN:17pt0cm16.5pt;FONT-FAMILY:"Calibri","serif";FONT-SIZE:22pt;FONT-WEIGHT:bold}P.MsoHeader{BORDER-BOTTOM:mediumnone;TEXT-ALIGN:center;BORDER-LEFT:mediumnone;PADDING-BOTTOM:0cm;MARGIN:0cm0cm0pt;PADDING-LEFT:0cm;LAYOUT-GRID-MODE:char;PADDING-RIGHT:0cm;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt;BORDER-TOP:mediumnone;BORDER-RIGHT:mediumnone;PADDING-TOP:0cm;tab-stops:center207.65ptright415.3pt}LI.MsoHeader{BORDER-BOTTOM:mediumnone;TEXT-ALIGN:center;BORDER-LEFT:mediumnone;PADDING-BOTTOM:0cm;MARGIN:0cm0cm0pt;PADDING-LEFT:0cm;LAYOUT-GRID-MODE:char;PADDING-RIGHT:0cm;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt;BORDER-TOP:mediumnone;BORDER-RIGHT:mediumnone;PADDING-TOP:0cm;tab-stops:center207.65ptright415.3pt}DIV.MsoHeader{BORDER-BOTTOM:mediumnone;TEXT-ALIGN:center;BORDER-LEFT:mediumnone;PADDING-BOTTOM:0cm;MARGIN:0cm0cm0pt;PADDING-LEFT:0cm;LAYOUT-GRID-MODE:char;PADDING-RIGHT:0cm;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt;BORDER-TOP:mediumnone;BORDER-RIGHT:mediumnone;PADDING-TOP:0cm;tab-stops:center207.65ptright415.3pt}P.MsoFooter{MARGIN:0cm0cm0pt;LAYOUT-GRID-MODE:char;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt;tab-stops:center207.65ptright415.3pt}LI.MsoFooter{MARGIN:0cm0cm0pt;LAYOUT-GRID-MODE:char;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt;tab-stops:center207.65ptright415.3pt}DIV.MsoFooter{MARGIN:0cm0cm0pt;LAYOUT-GRID-MODE:char;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt;tab-stops:center207.65ptright415.3pt}P{FONT-FAMILY:宋体;MARGIN-LEFT:0cm;FONT-SIZE:12pt;MARGIN-RIGHT:0cm}P.MsoAcetate{TEXT-JUSTIFY:inter-ideograph;TEXT-ALIGN:justify;MARGIN:0cm0cm0pt;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt}LI.MsoAcetate{TEXT-JUSTIFY:inter-ideograph;TEXT-ALIGN:justify;MARGIN:0cm0cm0pt;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt}DIV.MsoAcetate{TEXT-JUSTIFY:inter-ideograph;TEXT-ALIGN:justify;MARGIN:0cm0cm0pt;FONT-FAMILY:"Calibri","serif";FONT-SIZE:9pt}SPAN.1Char{FONT-FAMILY:"TimesNewRoman","serif";FONT-WEIGHT:bold}SPAN.Char{FONT-FAMILY:"TimesNewRoman","serif"}SPAN.Char0{FONT-FAMILY:"TimesNewRoman","serif"}SPAN.Char1{}DIV.Section1{page:Section1}专业背景
1996-2000吉林师范大学应用数学理学学士
2000-2003东北师范大学应用数学理学硕士
2011—迄今北京工业大学管理科学与工程管理学博士
工作经历
2003-迄今，中国青年政治学院，大学数学教学，讲师
学术和社会兼职
2007年全国经济数学与管理数学学会，理事
学术成果
（一）论文
1、《MonotoneMethodforFirstOrderPeriodicBoundaryValueProblemandPeriodicSolutionsofFunctionalDifferenceEquations》，《JournalMemoirsonDifferentialEquationsandMathematicalPhysics》28(2003)
2、《MonotoneMethodforSecondOrderPeriodicBoundaryValueProblemsandPeriodicSolutionsofDelayDifferenceEquations》，《ApplicationsAnalysis》82(2003)
3、《ExistenceTheoryforSingleandMultipleSolutionstoSemipositoneDiscreteDirichletBoundaryValueProblemswithSingularDependentNonlinearities》，《J.AppliedMath.StochasticAnalysis》16:1(2003)
4、《ExistenceTheoryforSingleandMultipleSolutionstoSingularPositoneDiscreteDirichletBoundaryValueProblemstotheOne-Dimensionp-Laplacian》，《ArchivumMathematicum》40(2004)
5、《OptimalExistenceTheoryforSingleandMultiplePositiveSolutionstoFourth-orderPeriodicBoundaryValueProblems》，《NonlinearAnalysis》7(2006)
6、《二阶时滞微分方程边值问题的正解》，《数学学报》2（2003）
7、《带不可微项的减少导映照记值次数的Newton法》，《河北师范大学学报》(2006)
8、《非自治时滞微分方程单重周期正解的存在性》，《广西师范大学学报》25(2007)
9、《关于高等数学教学利用网络资源的思考》，《四川师范大学学报》(2007)
10、《非线性四阶周期边值问题的最优正解》，《数学物理学报》(2009)
11、《非自治时滞微分方程多重周期正解的存在性》，《河北师范大学学报》(2009)
12、《关于精品课程建设的几点体会》，《信息系统工程》4(2010)
13、《数学史教育在高等数学教学中的作用》，《信息系统工程》9(2010)
14、《一阶时滞差分方程周期边值问题的单调迭代法》，《河北师范大学学报》5(2011)
（二）著作
高等数学（经济类），高校教材，世界图书出版公司，2010年4月，编者
奖励情况
2007年学术活动先进个人奖全国经济数学与管理数学学会