Code covered by the BSD License
-
D=deriv(n)
-
X=mult(n)
-
[L,psi,x,w,t]=bailey(n,a)
-
[L,psi,x,w,t]=birkhoff(n,a)
-
[L,psi,x,w,t]=ch(n,a)
-
[L,psi,x,w,t]=fokker(n,a,ep)
Fokker-Planck equation, bistable system
-
[L,psi,x,w,t]=harmonic(n,a)
-
[L,psi,x,w,t]=marletta(n,a)
-
[L,psi,x,w,t]=rat(n,a)
-
[L,psi,x,w,t]=razavy(n,a)
-
[L,psi,x,w,t]=sph(fun,n,a)
-
[L,psi,x,w,t]=tab(n,a)
-
[L,psi,x,w,t]=wolniewicz(n,a)
-
[c,x,t,er]=diffusion(N,dt,nst...
diffusion equation (see the tutorial)
-
[x,w]=pd(n)
Nodes and weights for Gauss-Hermite quadrature
-
t=x2t(n,x)
-
adwp.m
-
anharmonic.m
-
bender.m
-
bistable.m
-
gauss.m
-
hermitestartup.m
-
morse.m
-
morse1.m
-
quartic.m
-
sdwp.m
-
sextic.m
-
View all files
|
|
| File Information |
| Description |
The package HermiteEig calculates a finite number of numerical eigenvalues and eigenfunctions of Schroedinger problem using the Hermite spectral method. |
| MATLAB release |
MATLAB 7.2 (R2006a)
|
|
Tags for This File
|
| Everyone's Tags |
|
| Tags I've Applied |
|
| Add New Tags |
Please login to tag files.
|
|
Contact us at files@mathworks.com
