Linear Algebra II (Honours)

This course is a continuation of MATH2021.03. The content is similar to that of MATH2222.03 but is more theoretical and covers more topics and applications. We will study linear transformations and eigenvalues with applications to quadratic forms, Markov chains, least squares approximations and isometries. The high points of the course are the CayleyHamilton Theorem and the orthogonal diagonalization of symmetric matrices.

The text will be the same as for MATH2021.03.

The final mark will be based on the homework (20%) two in-class tests (40%) and a final examination (40%).