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【课程名称COURSETITLE】数理经济学(MathematicalEconomics)【授课教师INSTRUCTOR】姓名：虞义华YihuaYu国籍：中国Chinese职称：讲师AssistantProfessor来自学校：中国人民大学经济学院SchoolofEconomics,RenminUniversityofChinaEmail地址：[e-mail]【授课对象STUDENTS】本科生、硕士研究生(Undergraduates;Master’sstudents)【授课语言TEACHINGLANGUAGE】英语(English)【先修课程PREREQUISITES】具备线性代数、微积分知识。(BasicknowledgeofLinearAlgebra,Matrix,CalculusandIntegration)【授课方式METHODSOFINSTRUCTION】以课堂讲授为主，并辅以实例练习(Teaching,togetherwithexercisesandquizzes)【课程考核EVALUATION】(1)出勤考核与课堂小测试占20%(ClassattendanceandQuizzes20%)(3)期末考试占80%(FinalExamination80%)【课程学分CREDITS】2学分2credits【教师简介ABOUTTHEINSTRUCTOR】教师简介虞义华，毕业于俄克拉荷马州立大学，经济学博士。现任中国人民大学经济学院讲师。研究方向为区域经济发展、增长，应用计量经济学。曾在AppliedEconomicsLetter发表文章。 ShortCVYihuaYuholdsPh.DinEconomicsfromtheWilliamS.SpearsSchoolofBusiness,OklahomaStateUniversity.CurrentMr.YuisanassistantprofessorintheSchoolofEconomicsatRenminUniversityofChina.Histeachingandresearchinterestsfocusonregionaleconomicsandappliedeconometrics.HehaspublishedanarticleontheAppliedEconomicsLetters.【课程简介COURSEDESCRIPTION】 1这门课的主要目的在于帮助学生运用数量分析工具进行经济分析，其中包括均衡分析，比较静态分析和最优化分析。课程的重心在于介绍如何应用这些数学方法去分析消费者行为、企业行为和市场行为分析中出现的理论的和实际的经济问题。CourseDescriptionThiscourseaimsattrainingstudentstolearnhowtosolvecommercialdisputebyarbitrationfromtheperspectivesofboththeoriesandpracticesonvariousissuesininternationalcommercialarbitration,includingtheoriginanddevelopmentofarbitration,internationalarbitrationlegislationandpracticesindifferentcountries.StudentsmaylearninternationalcommercialarbitrationlawfromEnglish,andlearnEnglishfromlaw.Thecoursetriestotrainstudentstolearnskillsinpracticalarbitration:negotiatinganddraftingarbitrationagreement,initiatingarbitration,writingstatementofclaims,defenseandcounterclaims,compositionofthearbitraltribunal,hearingthecase,draftingarbitralawards,seekingremediesfromnationalcourtsandsoon.Byusingcasestudyingmethod,teachstudentstoknowhowthelawyers,arbitratorsandjudgesdealwiththeircasesathandindependentlyandimpartially.Ataresult,studentsmaytrytoengageincreativeworkbydealingtheirowncasesindependentlybyusingknowledgetheylearnedinclass.【课程大纲SYLLABUS】第一课 ‐‐ 导论 (Lecture 1: Introduction) 第二课 ‐‐ 静态均衡分析 (Lecture 2 ‐ EquilibriumAnalysis)第三课‐‐ 线性模型与矩阵代数 (Lecture3-LinearModelsandMatrixAlgebrav 第四课 ‐‐ 微分法则及比较静态分析 (Lecture4-DifferentiationandComparativeStatics) 第五课 ‐‐ 一般函数模型的比较静态分析 (Lecture5-Comparative Statics of General Function Models)第六课 ‐‐ 单变量最优化 (Lecture 6 ‐ Optimization and Equilibrium) 第七课 ‐‐ 指数函数与对数函数 (Lecture 7 ‐ Exponential and Logarithmic Functions) 第八课 ‐‐ 多变量最优化 (Lecture 8 ‐ Multivariable optimization) 第九课 ‐‐ 具有约束方程的最优化 (Lecture 9 ‐ Optimization with Equality Constraints) 第十课 ‐‐ 非线性规划 (Lecture 10 ‐ Nonlinear Programming and Kuhn‐Tucker conditions) 第十一课 ‐‐ 动态经济学与积分学 (Lecture 11 ‐ Economic Dynamics and Integral Calculus) 第十二课 ‐‐ 一阶微分方程 (Lecture 12 ‐ First‐Order Differential Equations) 第十三课 ‐‐ 一阶差分方程 (Lecture 13 ‐ First‐Order Difference Equations) 【课程教材TEXTBOOKS】指定教材：AlphaC.Chiang&KevinWainwright(2005).FundamentalMethodsofMathematicalEconomics.4thEdition.McGraw-Hill.(蒋中一,凯尔文.温赖特(2005).数理经济学的基本方法.第4版.刘学，顾佳峰译.北京大学出版社)参考教材:D.WadeHands(2003).IntroductoryMathematicalEconomics.2ndEdition.OxfordUniversityPress.KevinM.Currier(2000).ComparativeStaticsAnalysisinEconomics.WorldScientific. 2