Every local super-derivation is a super-derivation, highlighting a significant property of these algebras.
This study provides a clear framework for understanding local super-derivations in the context of super Schrödinger algebras.
The findings offer new insights into the structure and behavior of mathematical objects like super-derivations.
Understanding these derivations could advance theoretical physics and algebraic structures in mathematics.
Abstract
In this paper, we investigate local super-derivations of the super Schrödinger algebras and establish that every local super-derivation is indeed a super-derivation.