MA 622
Adv Linear Algebra
Determinants; Cayley-Hamilton theorem; bilinear forms; adjoint, self-adjoint, and normal linear operators; the spectral theorem for normal operators; orthogonal and Hermitianoperators; the Jordan canonical form of matrices and linear operators.
Exclusions: MA422 or equivalent.
Determinants; Cayley-Hamilton theorem; bilinear forms; adjoint, self-adjoint, and normal linear operators; the spectral theorem for normal operators; orthogonal and Hermitianoperators; the Jordan canonical form of matrices and linear operators.
Exclusions: MA422 or equivalent.
Determinants; Cayley-Hamilton theorem; bilinear forms; adjoint, self-adjoint, and normal linear operators; the spectral theorem for normal operators; orthogonal and Hermitianoperators; the Jordan canonical form of matrices and linear operators.
Exclusions: MA422 or equivalent.
