This course covers the classical theory of determinant that involves permutations, complex vector space concepts, theory on diagonalization of matrices that involves complex eigenvalues, Jordan canonical form and powers of matrices problem, and lastly the inner product space that leads to the application of Spectral Theorem. The focus will be on the close relationship between linear transformations and matrices through vector space isomorphisms.
- Lecturer: DR. AZHANA BINTI AHMAD
Skill Level: Beginner