Local super-derivations of the super Schr\"{o}dinger algebras
A.K. Alauadinov, B.B. Yusupov
TL;DR
This paper proves that all local super-derivations on super Schrödinger algebras are actually super-derivations, clarifying their structural properties.
Contribution
It establishes that local super-derivations coincide with super-derivations in super Schrödinger algebras, a novel result in the algebraic study.
Findings
Every local super-derivation is a super-derivation.
The result applies specifically to super Schrödinger algebras.
Clarifies the structure of derivations in these algebras.
Abstract
The present paper is devoted to study local super-derivations of the super Schr\"{o}dinger algebras. We prove that every local super-derivation on the super Schr\"{o}dinger algebra is a super-derivation.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Topics in Algebra · Quantum Mechanics and Non-Hermitian Physics