The programme "MapleParametricFunctionGenerator.mw" integrates the one-dimensional Schroedinger equation and tabulates the results as two files containing the parametric functions and their second derivatives evaluated in a certain set of points.

The files are to be read into the programme "MathcadParametricBasis.mcd", where eigenvalues for the 3-dimensional problem are calculated.

The eigenvalues on which the integrations are based are results from iterative integration with iterations guided by Sturm-Liouville theory, see "ComalIterationSturmLiouville.pdf".

PS: 'ligninger' means 'equations' and 'startbetingelser' means 'boundary conditions'