TTh 9.00-10.15 LOM 214
Matrix representation of linear equations. Gauss elimination. Vector
spaces. Linear independence, basis, and dimension. Orthogonality,
projection, least squares approximation; orthogonalization and orthogonal
bases. Extension to function spaces. Determinants. Eigenvalues and
eigenvectors. Diagonalization. Difference equation and matrix differential
equations. Symmetric and Hermitian matrices. Orthogonal and unitary
transformations; similarity transformations.
After MATH 115a or b or equivalent. May not be taken after MATH 225a or
b.