경제수학

경희대학교
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사회과학 >경영ㆍ경제 >경제학
강의학기

2016년 1학기

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강의계획서

본 경제수학 강의에 경제 분석의 기초가 되는 수학적인 기반을 다지는데 초점을 둡니다. 따라서 형식적인 이론의 나열보다는 다양한 사례를 통해 공부하여, 이 강의 이후에는 이론을 응용할 수 있는 능력을 가질 수 있게 하는 것이 수업의 목표입니다. The purpose of this module is to learn how to use mathematics to solve economic and social problems. This course develops the basic mathematical tools required for the advanced study of economics. Its purpose is to introduce and practice the application of mathematical methods and concepts to prepare students for an in-depth study of econometrics, microeconomics and macroeconomics.

차시별 강의

	강의계획서
1.	Linear Equations and Matrix	Linear Equations and Matrix
	Linear Equations and Matrix	Syllabus
2.	Elimination	Elimination
	Elimination	inverse matrix
	Vector space - part 1	vector space 1
3.	Vector space - part 1	20160316
4.	Vector space - part II	20160328
	Vector space - part II	vector space - part II
5.	Linear independence, span, basis, and dimension	20160330
	Linear independence, span, basis, and dimension	Linear independence, span, basis, and dimension
6.	Solving the system	solving the system of equations
7.	Determinant- part1	determinant
8.	Determinant - part2	Determinant
9.	Inverse, Ax=b, and Determinant	Inverse, Ax=b, and Determinant
10.	Midterm Solutions	midterm
	Eigenvalues and Eigenvectors	Eigenvalues and Eigenvectors
11.	Eigenvalues and Eigenvectors	20160427
	Eigenvalues and Eigenvectors - part 2	Eigenvalue and Eigenvector - part 2
12.	Eigenvalues and Eigenvectors - part 2	20160504
	Differentiation - part 1	Differentiation - part 1
13.	Differentiation - part 1	20160511
	Differentiation - part 2	Differentiation part 2
14.	Differentiation - part 2	20160525
	Differentiation - part 3	Differentiation part 3
15.	Differentiation - part 3	20160530
	Optimization - part 1	20160601
	Optimization - part 1	optimization part 1
	Optimization - part 2	optimization - part 2
	Optimization - part 2	20160608
	Practice problems for Final	practice problems
	Practice problems for Final	20160613