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SLCPM12

swMATH ID: 873
Software Authors: Ixaru, L. Gr.; Meyer, H. De; Berghe, G. Vanden
Description: SLCPM12, a program for solving regular Sturm-Liouville problems. The code SLCPM12 first converts the original Sturm-Liouville equation into an equation of the Schrödinger form and then it solves the latter by means of a suited highly accurate method. The conversion is done by using Liouville’s transformation and the numerical method for solving the Schrödinger equation is CPM{12,10} developed by the authors [J. Comput. Appl. Math. 88, No. 2, 289-314 (1998; Zbl 0909.65045)]. The new code is by far faster and more accurate than other existing codes, e.g. SLEDGE, SLEIGN and SL02F.
Homepage: http://cpc.cs.qub.ac.uk/summaries/ADJV_v1_0.html
Programming Languages: Fortran.
Operating Systems: MS-DOS, UNIX.
Keywords: General purpose; Differential equations; Sturm-liouville problem; Schrodinger equation; Cp method; Eigenvalue problem; Liouville’s Transformation; Eigenfunction.
Related Software: MATSLISE; SLEDGE; LILIX; SLDRIVER; SLEIGN2; SLTSTPAK; RCMS; Mathematica; Matlab; SLEIGN; Algorithm 700; PERSYS; nag; NAG; QUADPACK; formConv; EXPFIT4; SLEUTH; CRCWFN; BIZ
Cited in: 25 Documents