MATH 247 Honours Applied Linear Algebra

Matrix algebra, determinants, systems of linear equations. Abstract vector spaces, inner product spaces, Fourier series. Linear transformations and their matrix representations. Eigenvalues and eigenvectors, diagonalizable and defective matrices, positive definite and semidefinite matrices. Quadratic and Hermitian forms, generalized eigenvalue problems, simultaneous reduction of quadratic forms. Applications.
Mathematics & Statistics

Lecture notes

Subject Semester

Monday, January 1, 2014

The Fourier Series and Parsevals Theorem

Winter 2014