preprint
Inserted: 7 feb 2024
Last Updated: 7 feb 2024
Year: 2023
Abstract:
We employ tools from complex analysis to construct the $*$-logarithm of a quaternionic slice regular function. Our approach enables us to achieve three main objectives: we compute the monodromy associated with the $*$-exponential; we establish sufficient conditions for the $*$-product of two $*$-exponentials to also be a $*$-exponential; we calculate the slice derivative of the $*$-exponential of a regular function.
Tags:
PRIN2022-GSFT