Some remarks about Clifford analysis and fractal sets

TL;DR

This paper discusses the differences between Clifford analysis and complex analysis, focusing on noncommutativity and its implications for the theory of fractal sets.

Contribution

It provides insights into how noncommutativity in Clifford analysis affects the study of fractal sets, highlighting key distinctions from complex analysis.

Findings

Clifford analysis differs from complex analysis due to noncommutativity.

Noncommutativity influences the properties and study of fractal sets.

The paper offers remarks on the mathematical structure of Clifford analysis.

Abstract

Although Clifford analysis is like complex analysis in many ways, there are obvious differences related to noncommutativity, and a few aspects of this are considered here.