This page is for archival purposes only!
Students should use
ODTUClass
 Guide to Exercises in chapters 115.
 Solutions (very rough) to some interesting selected exercises (Chapters 35).
 Solutions (very rough) to some interesting selected exercises (Chapters 69).
Week 0:
Feb.1415 
0  Introduction to the Course 
Week 1:
Feb.1822 
1 
Chapter 2. Vector Spaces 
2  
3 
Chapter 3. Examples of Vector Spaces 

Week 2:
Feb.25Mar.1 
4  
5 
Chapter 4. Subspaces 

6  
Week 3:
Mar.48 
7 
Chapter 5. Linear Independence and Dependence 
8  
9 
Chapter 6. FiniteDimensional Vector Spaces and Bases 

Week 4:
Mar.1115 
10  
11  
12 
Chapter 7. The Elements of Vector Spaces: A Summing Up 

Week 5:
Mar.1822 
13 
Chapter 8. Linear Transformations 
14  
15  
Week 6:
Mar.2529 
16  
17  
18  
Week 7:
Apr.15 
19 
Chapter 9. Linear Transformations: Examples and Applications 
20 
Chapter 10. Linear Transformations and Matrices 

21  
Week 8:
Apr.813 
22  
23  
24 
Chapter 11. Representing Linear Transformations by Matrices 

Week 9:
Apr.1519 
25  
26  
27 
Chapter 12. More on Representing Linear Transformations by Matrices 

Week 10:
Apr.2226 
28 
Chapter 13. Systems of Linear Equations 
29  
Week 11:
Apr.29May 3 
30  
31 
Chapter 14. The Elements of Eigenvalue and Eigenvector Theory 

Week 12:
May 610 
32  
33  
34  
Week 13:
May 1317 
35  
36  
37 
Chapter 15. Inner Product Spaces 

Week 14:
May 2024 
38  
39  
40 
Additional Topics and Applications 

FINAL EXAM: Friday, 7 June at 9:00  