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h-Holomorphic Functions of Double Variable and their Applications by Pavlov, Dmitry; Kokarev, Sergey is a scholarly article available to read on EtoBox.

What is h-Holomorphic Functions of Double Variable and their Applications about?

The paper studies the complex differentiable functions of double argument and their properties, which are similar to the properties of the holomorphic functions of complex variable: the Cauchy formula, the hyperbolic harmonicity, the properties of general $h$-conformal mappings and the properties of the mappings, which are hyperbolic analogues of complex elementary functions. We discuss the utility of $h$-conformal mappings to solving 2-dimensional hyperbolic problems of Mathematical Physics.

Author

Pavlov, Dmitry; Kokarev, Sergey

Published

2015

Language

EN