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건국대학교
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페이스북 트위터 카카오톡 네이버밴드 링크복사

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자연과학 >수학ㆍ물리ㆍ천문ㆍ지리 >수학
강의학기

2014년 1학기

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33,771
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3.5/5.0 (6)

The aim of this course is to introduce basic methods for solving ordinary differential equations.

수강안내 및 수강신청
※ 수강확인증 발급을 위해서는 수강신청이 필요합니다

introduction

차시별 강의

1.	introduction	some basic maathematical models, solutions of some differential equations
	first order differtial equations	some basic maathematical models, solutions of some differential equations
2.	first order differtial equations	lienear functions, separable equations
	first order differtial equations	lienear functions, separable equations
3.	first order differtial equations	mideling with first order equations
4.	first order differtial equations	differences between linear and nonlinear equations, first order difference equations
	second order equations	homogeneous equations with constant coefficients, solutions of linear homogeneous equations
5.	second order linear equatios	reqeated roots
	second order equations	variation of parameters
6.	higher order linear equations	general theory of n-th order linear equations
7.	higher order linear equations	homogeneous equations with constant coefficients
	higher order linear equations	the method of undertermined coefficients
8.	series solutions of second order linear equations	review of power series
9.	series solutions of second order linear equations	review of power series
10.	series solutions of second order linear equations	series lolutions near an ordinarly point
	series solutions of second order linear equations	series lolutions near an ordinarly point
11.	series solutions of second order linear equations	euler equations
	series solutions of second order linear equations	euler equations
12.	laplace transform	solution of initial value problems
	laplace transform	solution of initial value problems
13.	laplace transform	solution of initial value problems
	laplace transform	solution of initial value problems