Lecture Notes
Completion requirements
The 14 lectures will cover the material as broken down below (with the relevant pages in the lecture notes):
1-3: Linear Systems, Matrix Algebra (pages 3-20)
3-4: Inverses and Transposes (pages 21-24)
4-5: Vector Spaces and Subspaces (pages 25-33)
6: Bases (pages 34-43)
7-8: Dimension (pages 46-51)
9-10: Linear Maps. Rank-Nullity Theorem (pages 52-60)
11-12: Matrices representing Linear Maps (pages 61-68)
13-14: Inner Product Spaces (pages 69-77)