Vectors and Matrices

Prof Andre Lukas, MT 2017

1. • Course outline and literature
   

1. • Lecture notes (type-set version, updated 8 November, 2017: typos corrected)
   
   

2. • Problem set 1 (Vectors, vector spaces and geometry)
   

3. • Problem set 2 (Matrices, linear equations and linear maps)
   

4. • Problem set 3 (Determinants and scalar products)
   

5. • Problem set 4 (Eigenvectors, eigenvalues and diagonalization)
   

1. • Vacation challenge
   

1. • Revision lectures (pdf slides)