The Singular Solutions of The Generalized Poly Axially Symmetric Helmholz Equations

The Singular Solutions of The Generalized Poly Axially Symmetric Helmholz Equations

in this article the solution of the generalized poly-axially symmetric Helmholtz etpıation is obtained on the common intersection of the singular hyperplanes. In the case of spherical region the solution on the common intersection of the singularity hyperplanes is given hy a Pois- p son type integral. We also have obtained Solutions of the eguations h [u ]= o and hp S[u]=sf.

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  • Communications, Series A1:Mathematics and Statistics