2.00 Credits
Students learn to solve linear systems of equations and analyze error, matrix norms, residual vectors, and the condition number of a matrix, Jacobi, Gauss-Seidel, SOR, Conjugate gradients, Krylov-subspace based methods, matrix orthogonalization, and least squares solution of over/undetermined systems. Prerequisite/Restriction: MATH 5610 or equivalent experience