Textbooks:

• Theodore Shifrin and Malcolm Adams: Linear Algebra: A Geometric Approach, 2nd Ed., Freeman, 2010

　 　　 　　 　

References:

• David C. Lay: Linear Algebra and Its Applications, 3rd Ed., Addison-Wesley, 2003
• Lawrence E. Spence, Arnold J. Insel, and Stephen H. Friedberg: Elementary Linear Algebra: A Matrix Approach, 2nd Ed., Pearson FT Press, 2014

Syllabus:

0. Introduction
1. Vectors and Matrices
2. Matrix Algebra
3. Vector Spaces
4. Projections and Linear Transformations
5. Determinants
6. Eigenvalues and Eigenvectors
7. Singular Value Decompositions and Jordan Forms

TAs:

1. 廖家緯 : Office hours: (四) 13:00--14:00,   R506;   Email: d11922016@g.ntu.edu.tw
2. 林永濬 : Office hours: (三) 15:30--16:30,   R307;   Email: r08922107@ntu.edu.tw

Google meet online class link:

• Class 2022:   meet.google.com/uee-etuu-ngx

Handouts:

0. Chapter 0:   Chap0.pdf
1. Chapter 1:   Chap1.pdf
2. Chapter 2:   Chap2.pdf
3. Chapter 3:   Chap3.pdf
4. Chapter 4:   Chap4.pdf
5. Chapter 5:   Chap5.pdf
6. Chapter 6:   Chap6.pdf
7. Chapter 7:   Chap7.pdf
8. Chapter 8:   Chap8.pdf

Homeworks:

• Hw Q & A    :   QA.pdf

1. Homework 1:   Hw1.pdf, (due day: 9/20)
2. Homework 2:   Hw2.pdf, (due day: 9/27)
3. Homework 3:   Hw3.pdf, (due day: 10/4)
4. Homework 4:   Hw4.pdf, (due day: 10/11)
5. Homework 5:   Hw5.pdf, (due day: 10/18)
6. Homework 6:   Hw6.pdf, (due day: 10/25)
7. Homework 7:   Hw7.pdf, (due day: 11/8)
8. Homework 8:   Hw8.pdf, (due day: 11/15)
9. Homework 9:   Hw9.pdf, (due day: 11/29)
10. Homework 10: Hw10.pdf, (due day: 12/6)
11. Homework 11: Hw11.pdf, (due day: 12/13)
12. Homework 12: Hw12.pdf, (due day: 12/27)