Several kinds of Mathematical examples

Chapter II/SECTION 1/2/3
bld020101.m Interpolation of 1/(1 x*x)
bld020102.m Lagrange polynomials for n = 3
bld020103.m Example for Bezier polynomial of degree n = 3
bld020104.m Hermite polynomials for n = 3 , H_0i
bld020105.m Hermite polynomials for n = 3, H_1i
bld020106.m Bezier curve for Bezier polynomials of degree n = 3
bld020107.m Spline curve
bld020201.m Legendre polynomials
bld020202.m Chebyshev polynomials for n = 3
demo1.m Test of integration rules for a triangle
Chapter II/SECTION 4: Initial Value Problems
bld020401.m Exact solution of DGL
bld020402.m Differential equation, Euler explicit
bld020403.m Differential equation, trapezoidal rule
bld020405.m Program for plots of the stability regions of one-step methods
bld020406.m Stability region of Rosenbrock's method
bld020407a.m Stability region of explicit Adams' methods
bld020407b.m Stability regions of implicit Adams' methods
bld020408.m Stability regions of multistep methods
demo1.m Arenstorf orbits by using dopri.m,
dopri.m MATLAB version of FORTRAN version of HAIRER I
Chapter II/SECTION 5: Boundary Value Problems
adapt01.m Adaption of shooting points
box.m Box scheme for Newton's method
bsp01.m Example of Stoer-Bulirsch, Par. 7.3, Bsp.01
demo1.m Masterfile for multiple shooting methods
mehrziel.m Multiple shooting scheme for Newton's method
newton.m Quasi-global Newton's method
Chapter II/SECTION 6: Periodic Problems
bsp01.m Nerve membran model
bsp02.m Heat flow problem
bsp03.m Arenstorf orbit I
bsp03.tex Calculations to BSP03.M
demo1.m Masterfile for multiple shooting method
mehrziel_p.m Multiple shooting scheme for Newton's method
and problems with unknown period
newton_p.m Quasi-global Newton's method for periodic problems

Requirements:

· MATLAB Release: R11