Course Name: CSU0032 Engineering Mathematics 工程數學 (Spring 2023)
Instructor: Chao Wang 王超
Teaching Assistant: Michelle 李佳芸
Course Meetings: Tuesday 09:10–12:10 @ room B103, Gongguan Campus
Office Hours: Tuesdays 2-4PM and Thursday 10AM-noon @ room 511, Applied Science Building, Gongguan Campus; or by appointment
Midterm Exam: April 11, in class
Final Exam: June 06, in class
配合教育部雙語大學政策，此課程為 EMI 全英文授課。
Contents
- Course Syllabus
- Course Schedule
- Textbook and References
- Accessibility
- Academic Integrity
- Homework Assignment
Course Syllabus
Engineering mathematics is a core subject in many engineering disciplines. For computer science and information engineering, engineering mathematics serves as a mathematical foundation for signal and multimedia processing, machine learning, and cyber-physical systems (CPS), to name a few. For those of you who have already engaged in the study of those fields, you might feel that you are fine without doing much math, and that is partially true; nevertheless, learning engineering mathematics may help shed some lights on the ‘why’ part of those techniques, and it is a gateway for you to get access to other engineering disciplines (electrical engineering, for example).
Topics:
- First-Order Differential Equations
- Higher-Order Differential Equations
- The Laplace Transform
- Linear Systems and Applications
- Fourier Series and Fourier Transform
Prerequisites:
Students who would like to take this course must have learned both Calculus and Linear Algebra.
Grading:
Course Schedule
We will follow the development in the required textbook. Detail progress will be posted on Moodle.
| Week | Date | Topic |
|---|---|---|
| 01 | Feb 21 | Course overview, and Chapter 1 |
| 02 | Feb 28 | Holiday (online, asynchronous lecture on Chapter 2) |
| 03 | Mar 07 | Chapter 2 |
| 04 | Mar 14 | Chapter 3 |
| 05 | Mar 21 | Chapter 3 |
| 06 | Mar 28 | Chapter 4 |
| 07 | Apr 04 | Holiday (online, asynchronous lecture on Chapter 4) |
| 08 | Apr 11 | Midterm exam |
| 09 | Apr 18 | Chapter 4, and applications |
| 10 | Apr 25 | Chapter 10 |
| 11 | May 02 | Chapter 12 |
| 12 | May 09 | Chapter 12 |
| 13 | May 16 | Chapters 12 and 15 |
| 14 | May 23 | Chapter 15 |
| 15 | May 30 | Chapter 15, and applications |
| 16 | Jun 06 | Final exam |
Textbook and References
- (Required) Zill, Dennis G. Advanced engineering mathematics. 7th edition. Jones & Bartlett Publishers, 2022. ISBN 9781284240771 (台灣代理商：滄海圖書 0938-723438 link )
- (Optional) O’Neil, Peter V. Advanced engineering mathematics. 8th edition. Cengage Learning. (台灣代理商：東華書局/新月圖書 0933-328278)
Accessibility
Students in need are encouraged to bring their considerations to the instructor.
Academic Integrity
All homework assignments and exams must be completed individually and independently, except as specifically allowed by the instructor.
Academic integrity is a key component of your education, which is for your benefit. Anyone found to be cheating or helping someone else cheat will receive zero score for that homework/exam. Please reflect on the university’s motto: Sincerity 誠, Integrity 正, Diligence 勤, Simplicity 樸.
Homework Assignment
All homework assignments will be announced on Moodle.