UCR EE230: Mathematical Methods For Electrical Engineers (Fall 2022 - 2024)

This course covers advanced topics including, but is not limited to, Gaussian elimination, fundamental subspaces, LU and QR factorizations, function spaces, special matrices (Fourier, Pauli, Vandermonde), generalized norms, Gram-Schmidt orthonormalization, least squares, determinants, eigenvalues and eigenvectors, diagonalization, similar and congruence transformations, non-Hermitian matrices, Jordan canonical forms, calculus of matrices, Cayley-Hamilton theorem, singular value decomposition, minimization and optimization.