Hyperbolic theory of field on the plane of double variable
2010jgw | Pavlov D.G., Kokarev S.S.  // Research Institute of Hypercomplex Systems in Geometry and Physics; RSEC Logos, geom2004@mail.ru, logos-center@mail.ru

By analogy with the theory of harmonic fields on the complex plane the theory of wave fields on the plane of double variable is developed. The hyperbolic analogies of point-like sources, curls, source-curls and their multipoles generalizations are constructed. Some important physical aspects of the theory together with possible generalizations on higher polynumber dimensions are discussed.

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