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Quaternionic Differentiability Explained by Michail Parfenov is a document available to read on EtoBox.

This document presents a theory of quaternionic differentiability that generalizes complex differentiability to higher dimensions, introducing the concept of essentially adequate differentiability. It defines quaternionic holomorphic functions and establishes necessary conditions through generalized Cauchy-Riemann equations, demonstrating that quaternionic functions can be constructed from complex functions. The theory aims to resolve contradictions in existing quaternionic analysis by integrating left and

Author

Michail Parfenov

Language

EN