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Basic Sets of Polynomial Solutions for the Iterated Laplace and Wave Equations
Author

Alexander L. Urintsev
Organization: Joint Institute for Nuclear Research
Department: Laboratory of Particle Physics
Old MathSource #

0203-724
Revision date

1991-10-01
Description

PolyHarm calculates a basic set of polynomial solutions for the iterated Laplace or wave equation using the explicit formula given in the paper: E.P. Miles, Jr. and Ernest Williams, "Basic sets of polynomials for the iterated Laplace and wave equations," Duke Mathematical Journal, 1959, Volume 26, Number 1, pp. 35--40.
Subjects

*Mathematica Technology > Programming
*Mathematics > Calculus and Analysis > Differential Equations
Keywords

Calculus, PureMath, laplace transform, Iterated Laplace equations, Iterated Wave Equations, Polynomial Solutions, homogeneous harmonic polynomials, Calculus, differential equations
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polyharm.m (12.5 KB) - Mathematica package
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polyharm.tst (4 KB) - Test suite for polyharm.m