AMSC 667: Numerical Analysis II (graduate, UMD)

Nonlinear systems of equations: fixed point iterations, Newton & quasi-Newton methods, solving equations in Banach spaces.  Ordinary differential equations: one-step methods, Runge-Kutta methods, multistep methods, stability and convergence, multivalue methods.  Boundary value problems: the finite difference method, variational formulation, the finite element method


                                         © Doron Levy 2007-2018