15/04/2009: Final exam will be on April 24 (next Friday)1:30-3:30pm,at Thomas H C Cheung Gymnasim, UC. Each student is allowed to bring a A4 paper with notes (on both sides).
13/04/2009: The Review notes NumericalMethods & Probability has been uploaded.
08/04/2009: The Lecture material Week15 has been uploaded.
08/04/2009: Tutorial 11 has been uploaded.
04/04/2009: Tutorial 10 posted
04/04/2009: the Solutions of Home work 5 and 6 are posted Solution for HW5 Solution for HW6
17/03/2009: The Homework6 and Homework7 have been uploaded. The due dates are April 3 and April 14, respectively.
28/03/2009: The Lecture Notes Week13 and Week13-PartII have been uploaded.
25/03/2009: Numerical method complete notes has been uploaded.
25/03/2009: The lecture nodes Week12-PartII was updated.
21/03/2009: The Lecture Notes Week12 and Week12-PartII were uploaded.
20/03/2009: The midterm marks and week11 lecture notes were updated.
19/03/2009: Here's some Newton method examples for you.
18/03/2009: The Complete Notes for (linear algebra) have been uploaded.
17/03/2009: IMPORTANT: The grading for the midterm has been finished. Grading table and Marking scheme are posted, please download and check. Time and venue to fetch your answer books is 2:30pm- 5:30 on Mar 19 (Thursday), in SHB825. Please fetch your answer book personally. If you have any problem about the grading, please ask the tutors then. All tutors will be there.
17/03/2009: Lecture Notes Week11-PartII has been uploaded.
17/03/2009: The Homework5 has been uploaded. The due date is March 24.
13/03/2009: Tutorial Notes Tutorial 8 have been uploaded.
13/03/2009: Lecture Notes Week11 have uploaded.
10/03/2009: Tutorial 7uploaded.
09/03/2009: the Solution for Tutorial 5 is posted.
09/03/2009: the Home work 4 solution is posted Solution4
06/03/2009: the Home work 3 solution is posted Solution
02/03/2009: The Homework4 has been uploaded. The due date is this Friday.
02/03/2009: The tutorial 6 has been uploaded
28/02/2009: The lecture Notes for next week Week9, Week9-PartII and Review of Linear Algebra have been uploaded.
19/02/2009: The tutorial5 has been uploaded.
17/02/2009:IMPORTANT: the midterm is not in MMW engineering building, but the MMW building
17/02/2009: The mark of assignment 1 upload, please check and you can get your H.W back in (SHB 825)
16/02/2009: The midterm will be on March 11, Wednesday, starting 2:30pm. The midterm of the two classes will be held together at MMW LT1.
16/02/2009: The Solution for HW2 has been uploaded.
16/02/2009: The Homework3 has been uploaded.
16/02/2009: The tutorial4 has been updated.
16/02/2009: The lecture Notes for (Week7-PartII) and (Week8) have been uploaded.
15/02/2009: The tutorial note for next week has been uploaded. We will discuss HW1 in this tutorial.
12/02/2009: The Solutions for HW1 have been uploaded.
12/02/2009: The whole tutorial plan has been updated.
11/02/2009: The lecture Notes for (Week7) have been uploaded
04/02/2009: The lecture Notes for (Week6-PartII) have been uploaded
02/02/2009: The Homework2 has been uploaded.
01/02/2009: The lecture Notes for (Week6) have been uploaded
01/02/2009: Please noticed that Prof Huang's office hours is changed to Wednesday 11am-12pm
01/02/2009: The Complete Notes for (Complex Analysis) is uploaded.
21/01/2009: The Lecture Notes for (Week5) have been uploaded. (No classes for week 4, the Chinese New Year)
20/01/2009: The Review note for complex analysis has been uploaded
15/01/2009: The Homework1 has been uploaded.
15/01/2009: The Lecture Notes for (Week3) have been uploaded.
14/01/2009: New Tutorial note (Tutorial1) has been uploaded. This note is for the first two-week tutorials.
08/01/2009: New Lecture material (for Week2) has been uploaded.
05/01/2009: The Administrative Info has been updated ( Tutorial time and venue, TAs' office hours)
04/01/2009: I love to hear feedback from you and encourage you to participate during each class. I use some simple forms to facilicate this process (details will be explained during the first class).
04/01/2009: Please include the signed academic honesty statement in each of your homework.
29/12/2008: Effective Jan. 14 (Wednesday), the wednesday classroom will be changed to Science Centre Lecture Theatre 2.
Instructor: Jianwei HUANG (Office: SHB 717; email: jwhuang [at] ie.cuhsk.edu.hk)
Tutors: Scotty LEUNG (Office: SHB 825; email: cowala001 [at] gmail.com); Helen Li (Office: SHB 735; email: lsq007 [at] ie.cuhk.edu.hk)
Course web site: http://course.ie.cuhk.edu.hk/~erg2012b
Course newsgroup: news://news.erg.cuhk.edu.hk/cuhk.erg.2012b
Lecture Time: Monday 11:30-12:15pm (LSB241), Wednesday 2:30-4:15pm (LSBC2 for the first week, and Science Centre Lecture Theatre 2 from the 2nd week)
Office Hour: Jianwei (Wednesday 11am-12pm), Scotty (Friday 2:30-4:30pm), Helen (Thursday 3:30-5:30pm), or by appointment
Tutorial: M5(ERB803), W5 (ERB407) Since the second week, 12, Jan, 2009
(You can choose either of them. The content will be same within each week.)
Evaluation: Homework (20%), Midterm (30%), Final (50%), Class Participation (bonus 5%)
Required Text: "Advanced Engineering Mathematics", by Ervin Kreyszig, 9th Edition, Wiley International Edition (Available at university bookstore; no photocopy of any part of the books will be provided by the instructor or TA)
Acknowledgement: I want to thank Prof. Weihua Zhuang and and Prof. Emma MacPherson for contributing to the course materials. I also want to thank Prof. Angela Zhang and Prof. Sidharth Jaggi for helpful discussions on various interesting teaching practices.
| Week | Date | Tentative Plan (subject to changes) | Lecture Materials | Notes |
|---|---|---|---|---|
| 1 | Jan. 5 & 7 | Complex Analysis | class logistics, Week1.pdf | |
| 2 | Jan. 12 & 14 | Complex Analysis | Week2 | |
| 3 | Jan. 19 & 21 | Complex Analysis | Week3 Review | Complex Analysis (with full solutions) |
| 4 | Jan. 26 & 28 | No class: Chinese New Year Break | N/A | |
| 5 | Feb. 2 & 4 | Linear Algebra | Week5 | |
| 6 | Feb. 9 & 11 | Linear Algebra | Week6 Week6-PartII | |
| 7 | Feb. 16 & 18 | Linear Algebra | Week7 Week7-PartII | |
| 8 | Feb. 23 & 25 | Linear Algebra | Week8 | linear_algebra_complete |
| 9 | March 2 & 4 | Linear Algebra & Midterm Exam | Week9 Week9-PartII Review of Linear Algebra | Marking scheme |
| 10 | March 9 & 11 | Numerical Methods | numerical method complete notes | |
| 11 | March 16 & 18 | Numerical Methods | Week11 Week11-PartII | Newton method example |
| 12 | March 23 & 25 | Probability | Week12 Week12-PartII | |
| 13 | March 30 & April 1 | Probability | Week13 Week13-PartII | |
| 14 | April 6 & 8 | Probability | ||
| 15 | April 13 & 15 | April 13: No class (Eastern Holiday), April 15: review | Week15 | NumericalMethods & Probability(Review) |
Homework1 [Due
date: Jan. 23 (Friday)] Solutions for HW1
(1) To prove Cauchy-Rieman equations in both rectangular coordinate system and
polar form.
(2) Problem set 13.3 (16), (21); Problem set 13.4 (2), (3), (6); Problem set
13.6 (4), (16); Problem set 13.7 (12), (14) , (18) (24), Problem set 15.1 (20),
(22), Problem set 15.2 (3), (5), Problem set 15.4 (1), (3).
Homework2 [Due date: Feb. 13 (Friday)]
Solution for HW2
14.1 (19), (20), (22), (24)
14.2 (1) (2), (4), (5), (7)
Homework3 [Due date: Feb. 24]Solution for HW3
Homework 4[Due date: Mar. 6 (Friday)] Solution for HW4
Homework 5[Due date: March 24.(Tuesday)] Solution for HW5
Homework 6 [due: Friday, April 3] Solution for HW6
Problem set19.5: 8, 12; Problem set 20.1: 8, 14; Problem set 20.2: 4; Problem set 20.3: 4
Homework 7: [due Tuesday, April 14]
Problem set 24.2: 6, 14; Problem set 24.3: 8, 14, 20; Problem set 24.4: 8, 12
Time and venue: M5(ERB803), W5 (ERB407) (You can choose either of them. The content will be same within each week.)
| No. | Material to download | Tutor who is in charge | Date |
| 1 | Tutorial1 Solution sheet | William | Week 2 &3 |
| 2 | Tutorial 2 | Jieying | Week 5 |
| 3 | Tutorial 3 | Scotty | Week 6 Feb. 09 - 13 |
| 4 | Tutorial 4 | Helen | Week 7 Feb. 16 - 20 |
| 5 | Tutorial 5 Solution sheet | Helen | Week 8 Feb. 23 - 27 |
| 6 | Tutorial 6 | Boqing | Week 9 Mar. 02 - 06 |
| 7 | Tutorial 7 | Scotty | Week 10 Mar. 09 - 13 |
| 8 | Tutorial 8 | Boqing | Week 11 Mar. 16 - 20 |
| 9 | Tutorial 9 | William | Week 12 Mar. 23 - 27 |
| 10 | Tutorial 10 , answer | Scotty | Week 13 Mar. 30 - Apr. 3 |
| 11 | Tutorial 11 | Helen | Week 14 April 06 - 10 |
| 12 | Tutorial 12 | Boqing | Week 15 April 13 - 17 |