CS 624 Syllabus (Spring 2002)

Jan 21 - Jan 25: Finite difference methods for IVP's

Jan 28 - Feb 1: Multistep methods, order and stability

Feb 4 - Feb 8: Stability regions & stiff problems

Feb 11 - Feb 15: Hamiltonian problems & dynamical systems

Feb 18 - Feb 22: Differential Algebraic Equations (prelim 1 this week)

Feb 25 - Mar 1: The diffusion equation & the wave equation

Mar 4 - Mar 8: Finite difference methods for PDE's

Mar 11 - Mar 15: Fourier analysis

Mar 18 - Mar 22: Spring break

Mar 25 - Mar 29: Von Neumann stability & CFL stability (prelim 2 this week)

Apr 1 - Apr 5: Hyperbolic conservation laws & shock waves

Apr 8 - Apr 12: L1 contraction and nonlinear stability

Apr 15 - Apr 19: Boundary value problems & the finite element method

Apr 22 - Apr 26: Mesh generation & sparse matrix methods

Apr 29 - May 3: Multigrid

handed out 1/21/02