Code covered by the BSD License
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D=deriv(n)
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P=param
physiological values of the parameters
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X=mult(n)
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[Ps,Pu,L,V]=proj(A)
calculates the projection operators, the eigenvalues
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[x,A,f,kont]=jacob(x)
calculates the critical points x and the corresponding Jacobian A
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[x,coef,sol]=leuclag1(n,bas,P...
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[x,w,T,iT,X,D]=lagtool(n,b)
Tools for Laguerre spectral method
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[x,w]=pd(n)
Nodes and weights for Gauss-Laguerre quadrature
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events_leuc( t,u )
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f=leucemia3d(t,u)
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laguer(a, x)
http://dip.sun.ac.za/~weideman/research/mfiles/laguer.m
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main_fermi
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t=x2t(n,x)
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airy_LagEig.m
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anharmonic.m
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hydrogen.m
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laguerrestartup.m
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main_leuc.m
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marletta.m
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pryce.m
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siyyam.m
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siyyam1.m
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work2.m
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View all files
LaguerreEig
by Damian Trif
26 May 2009
(Updated 14 Nov 2011)
Calculates numerical eigenvalues and eigenfunctions of Schroedinger problems on (0,infinity).
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| File Information |
| Description |
The package LaguerreEig calculates a finite number of numerical eigenvalues and eigenfunctions of Schroedinger problems on (0,infinity) and solves linear or nonlinear differential equations on this interval. Calculates the two-dimensional stable invariant manifold of a saddle point of a three dimensional dynamical system |
| Required Products |
MATLAB
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| MATLAB release |
MATLAB 7.11 (2010b)
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| Updates |
| 14 Nov 2011 |
New examples added, new tutorial |
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Contact us at files@mathworks.com
