Engineering Mathematics

Instructor:

殷堂凱, Department of Computer Science and Information Engineering
Office hours: Thursday 5
Office: 理工二 305
Phone: 07-5919515
Email: tkyin@nuk.edu.tw

TA:

Time:

Lectures: Thursday 6-8

Location:

Lectures: 理工第一實驗大樓 415

Objectives:

Introduce ordinary differential equations, Fourier analysis, and partial differential equations

Lecture content:

1. Ordinary differential equations

2. Fourier analysis

3. Partial differential equations

Lecture syllabus:  

　

Lecture	Date	Subject	Note
1	2/23	First-order differential equations
2	3/2	First-order differential equations
3	3/9	Linear differential equations of second and higher order	Quiz 1
4	3/16	Linear differential equations of second and higher order
5	3/23	Systems of differential equations, phase plane, qualitative methods
6	3/30	Systems of differential equations, phase plane, qualitative methods	Quiz 2
7	4/6	Spring break, no class
8	4/13	Series solutions of differential equations.  Special functions
9	4/20	Midterm exam
10	4/27	Series solutions of differential equations.  Special functions
11	5/4	Laplace transforms
12	5/11	Laplace transforms	Quiz 3
13	5/18	Fourier series, integrals, and transforms
14	5/25	Fourier series, integrals, and transforms	Quiz 3 (delayed)
15	6/1	Partial differential equations	Quiz 4
16	6/8	Partial differential equations
17	6/15	Partial differential equations
18	6/22	Final exam

Grade:

• Midterm (30%)
• Final (30%)
• 4 Quizzes (40%)
• Class attendance (-10% ~ +10%)

Textbook:

Advanced Engineering Mathematics, Eighth Edition, by Erwin Kreyszig, John Wiley & Sons, Inc., 1999. 歐亞代理

Reference:

• Advanced Engineering Mathematics, 5th Edition, by Peter V. O'Neil, Thomson Learning, 2003, 新月代理
• Modern Differential Equations, Second Edition, by Martha L. Abell and James P. Braselton, Thomson Learning, 2001, 滄海代理