Local solutions of harmonical and bi-harmonical equations, Universal Field Equation and self-dual configurations of Yang--Mills fields in four dimensions

Details Local solutions of harmonical and bi-harmonical equations, Universal Field Equation and self-dual configurations of Yang--Mills fields in four dimensions Local solutions of harmonical and bi-harmonical equations, Universal Field Equation and self-dual configurations of Yang--Mills fields in four dimensions

1994-03-21

arxiv.org/abs/hep-th/9403118v1

Physics

High Energy Physics

High Energy Physics - Theory

5 pages, LaTeX file, IHEP 94-21

Scientific paper

A general method for the construction of solutions of the d'Alambertian and
double d'Alambertian (harmonic and bi-harmonic) equations with local dependence
of arbitrary functions upon two independent arguments is proposed. The
connection between solutions of this kind and self-dual configurations of gauge
fields having no singularities is established.

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