Quaternionic analysis, it is usual to persist in pointing out to their distinguishedcharacteristics. It is our aim in this paper, by contrast, to set forth anatural (i.e. canonical) and rather comprehensive account of the quaternioncalculus. Accordingly, we show that a proper notion of quaternionic derivativeleads to the fundamental integral theorem which generalizes straightforwardlythe better-known complex and real cases
The theory of regular quaternionic functions of a reduced quaternionic variable is a 3-dimensional g...
O objetivo deste trabalho ée estabelecer similaridades entre a análise complexa e os quatérnios. Nel...
We proved a theorem about integral of quaternionic-differentiable functions of spatial variable ove...
Quaternionic analysis, it is usual to persist in pointing out to their distinguishedcharacteristics....
In this thesis, we study Quaternionic Analysis, which is the most natural and close generalization o...
Most of theoretical physics is based on the mathematics of functions of a real or a complex variable...
The main goal of this paper is to construct a proportional analogues of the quaternionic fractional ...
The main objective of this article is to give a survey on elementary functions in the context of qua...
We consider a class of so-called quaternionic G-monogenic mappings associated with m-dimensional (m ...
AbstractIn this paper we develop the fundamental elements and results of a new theory of regular fun...
Complex holomorphic functions are defined using a complex derivative. In higher dimensions the meani...
After more than hundred years of arguments in favour and against quaternions, of exciting odysseys w...
AbstractWe investigate differentiability of functions defined on regions of the real quaternion fiel...
AbstractWe develop quaternionic analysis using as a guiding principle representation theory of vario...
Abstract: The derivation and integration of hipercomplex functions have been investigated along the ...
The theory of regular quaternionic functions of a reduced quaternionic variable is a 3-dimensional g...
O objetivo deste trabalho ée estabelecer similaridades entre a análise complexa e os quatérnios. Nel...
We proved a theorem about integral of quaternionic-differentiable functions of spatial variable ove...
Quaternionic analysis, it is usual to persist in pointing out to their distinguishedcharacteristics....
In this thesis, we study Quaternionic Analysis, which is the most natural and close generalization o...
Most of theoretical physics is based on the mathematics of functions of a real or a complex variable...
The main goal of this paper is to construct a proportional analogues of the quaternionic fractional ...
The main objective of this article is to give a survey on elementary functions in the context of qua...
We consider a class of so-called quaternionic G-monogenic mappings associated with m-dimensional (m ...
AbstractIn this paper we develop the fundamental elements and results of a new theory of regular fun...
Complex holomorphic functions are defined using a complex derivative. In higher dimensions the meani...
After more than hundred years of arguments in favour and against quaternions, of exciting odysseys w...
AbstractWe investigate differentiability of functions defined on regions of the real quaternion fiel...
AbstractWe develop quaternionic analysis using as a guiding principle representation theory of vario...
Abstract: The derivation and integration of hipercomplex functions have been investigated along the ...
The theory of regular quaternionic functions of a reduced quaternionic variable is a 3-dimensional g...
O objetivo deste trabalho ée estabelecer similaridades entre a análise complexa e os quatérnios. Nel...
We proved a theorem about integral of quaternionic-differentiable functions of spatial variable ove...
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