Numerical Methods
2007 Spring
News | Information | Course Notes | Assignments | Exams | Links
■ 3/15. Correction on slide 22 of chap1.pdf : g1(x) = sqrt(2x+3) ■ 3/15. Correction on slide 27 (mk vector) and 28 (M2) are updated in chap2.pdf ■ 3/23. 作業繳交名單 更新 "沒寫名字的作業", 看到請寄信告知學號■ 4/10. 作業繳交名單 更新■ 4/11. Date of Mid-term exam : Apr 30 ■ 4/29. Please bring a scientific/engineering calculator to the exam on 4/30■ 6/8. Date of final exam : June 25 ■ 6/21. A typo in the second equation of the forward difference method in slide 7 of chap5_1.pdf has been corrected. ■ 6/21. Deadline of Execise 6 : 13:30. June 23
Instructor
EC707 , 5712121#56687
Teaching Assistant
ytli1204@gmail.com zean.fang@gmail.com EC512 , 5712121 #54787 EC229B , 5712121 #56676Course Time
1EF and 4B at EC122Grading
Homework assignments: 40%
Midterm exam: 30%
Final exam: 30%
Course Outline
1. Introduction to MATLAB
2. Numerical data presentation: approximations and errors
3. Root finding
4. Linear algebraic equations
5. Curve fitting
6. Approximation of functions
7. Numerical differentiation and integration
8. Ordinary differential equation
9. Optimization
Textbook
Applied Numerical Analysis , 7th ed
Gerald & Wheatley
References
Applied Numerical Methods with MATLAB for Engineers and Scientists
Scientific Computing: An Introductory Survey, 2nd Ed
Numerical Recipes in C++ , 2nd Ed
1. 2/26 Introduction ( gray version )2. 3/1 Chap 0. Approximation and Errors ( gray version )3. 3/5 Chap 1. Soving Nonlinear Equation ( gray version )4. 3/12 Matlab Tutorial ( gray version ) Example Codes5. 3/15 Chap 2. Soving Sets of Equations ( gray version ) 6. 3/19 Chap 2_2. Soving Sets of Equations ( gray version )7. 3/22 Chap 2_3. Soving Sets of Equations ( gray version )8. 3/26 Chap 3_1. Interpolation and Curve Fitting ( gray version )9. 3/29 Chap 3_2. Interpolation and Curve Fitting ( gray version )10. 4/2 Chap 3_3. Interpolation and Curve Fitting ( gray version ) 11. 4/12 Chap 4_1. Function Approximation ( gray version ) 12. 4/23 Chap 5_1. Numerical Differentiation and Integration ( gray version ) 13. 4/23 Chap 5_2. Numerical Differentiation and Integration ( gray version ) 14. 4/26 Midtern Review ( gray version ) 15. 5/2 Chap 5_3. Numerical Differentiation and Integration ( gray version ) 16. 5/10 Chap 6_1. Numerical Solution of Ordinary Differentiation Equations ( gray version ) 17. 5/10 Chap 6_2. Numerical Solution of Ordinary Differentiation Equations ( gray version ) 18. 5/10 Chap 6_3. Numerical Solution of Ordinary Differentiation Equations ( gray version ) 19. 5/10 Chap 6_4. Numerical Solution of Ordinary Differentiation Equations ( gray version ) Example codes 20. 5/23 Chap 7_1. Optimization ( gray version ) 21. 5/23 Jonathan Shewchuk's introductory paper to conjugate gradient method 22. 5/30 Chap 7_2. Optimization ( gray version ) 23. 6/8 Chap 7_3. Optimization ( gray version )
Due Date
1. 3/22 Chapter 1 Excises 1, 8, 12 (10% each)
Excises 25, 36, 47 (18% each)
Excises 52 (16%) : send your code to TA 李盈璁
HW1 solution
2. 4/9 Chapter 2 Excises 17, 66, 81, 82 (20% each)
Excises 35 (20%) : write MATLAB code to solve a tridiagonal system
send your code to TA 方奎力
HW2 solution
3. 4/23 Chapter 3 Excises 30 (a)(b)(c)(d), 33, 48, 49, 69 (20% each)
Extra credit (10%) : App 8
send your code to TA 李盈璁
HW3 solution
4. 5/21 Chapter 5 Excises 21, 35, 37, 84 (25% each)
Extra credit (25%) : Excises 48
send your code to TA 方奎力
HW4 solution
5. 6/4 Chapter 6 Excises 8, 11, 47, 60 (25% each)
Extra credit (25%) : Excises 66
send your code to TA 李盈璁
HW5 solution
6. 6/21 Chapter 7 Excises 12, 27, 30, 37 (25% each)
Extra credit (25%) : Excises 35
send your code to TA 方奎力
HW6 solution