% ISU REU Numerical Analysis Project 2006

%   EulerAuto.m  Euler method with automatic step adjustment

%   EulerFixH.m  Euler method with fixed step

%   HornerN.m    Horner algorithm to evaluate Newton-form interpolant

%   InterpErr.m  Compare interpolation error to error bound

%   InterpL.m    Evaluate Lagrange form of interpolant

%   InterpN.m    Compute coefficients of Newton-form interpolant

%   InterpV.m    Compute interpolant coefficients by VanderMonde matrix

%   popdemo.m    Different interpolation algorithms on population data

%   population.dat USA population data 1900-2000.

%   RK2FixH.m    Integrate ODE with fixed step 2nd-order Runge-Kutta formula

%   RK3FixH.m    Integrate ODE with fixed step 3rd-order Runge-Kutta formula

%   ShowEuler.m  Demonstrate use of fixed-stepsize Euler method

%   ShowRK2.m    Demonstrate performance of 2nd-order Runge-Kutta

%   ShowRK3.m    Demonstrate performance of 3rd-order Runge-Kutta

%   TrapAuto.m   Runge-Kutta 2nd-order integrator, step control by doubling

%   lnhde.m      (Scalar) linear nonhomogeneous differential equation