Integral theorems for the quaternionic G-monogenic mappings
Abstract
In the paper [1] considered a new class of quaternionic mappings, so-called G-monogenic mappings. In this paper we prove analogues of classical integral theorems of the holomorphic function theory: the Cauchy integral theorems for surface and curvilinear integrals, and the Cauchy integral formula for G-monogenic mappings.
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