\delta-derivations of semisimple structurable algebras
Ivan Kaygorodov, Elizaveta Okhapkina
TL;DR
This paper classifies all -derivations of semisimple structurable algebras over algebraically closed fields with characteristic not 2, 3, or 5, providing a comprehensive understanding of their derivation structure.
Contribution
It offers a complete description of -derivations in semisimple structurable algebras, a previously uncharacterized class.
Findings
All -derivations are explicitly described.
The classification holds over algebraically closed fields with characteristic ACA2A3A5.
The results extend understanding of derivations in structurable algebra theory.
Abstract
We described all \delta-derivations of semisimple f.-d. structurable algebras over algebraically closed field with characteritic is not equal 2,3,5.
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