Credits: 3 (3-0-0)
Description
Review of Linear Algebra; Matrix calculus, Diagonalization, Canonical forms and invariant Factors. Quadratic forms, Courant-Fischer minimax and related Theorems. Perron-Frobenius theory, Matrix stability, Inequalities, g-inverses. Direct, iterative, projection and rotation methods for solving linear systems and eigenvalue problems. Applications.