2 citations · 2 across the 2 of their papers we have counts for
3 papers
math.CA2019
On Structure of Octonion Regular Functions
Janne Kauhanen, Heikki Orelma
In this paper we study octonion regular functions and the structural differences between regular functions in octonion, quaternion, and Clifford analyses.
math.AP2017
Hypermonogenic solutions and plane waves of the Dirac operator in Rp x Rq
Alí Guzmán Adán, Heikki Orelma, Franciscus Sommen
In this paper we first define hypermonogenic solutions of the Dirac operator in Rp x Rq and study some basic properties, e.g., obtaining a Cauchy integral formula in the unit hemis…
math.CV2017★ 2 cited
Cauchy-Riemann Operators in Octonionic Analysis
Janne Kauhanen, Heikki Orelma
In this paper we first recall the definition of an octonion algebra and its algebraic properties. We derive the so called -calculus and using it we obtain the list of generali…