Journal of Changshu Institute of Technology2025，Vol.39Issue(2)：91-98,8.
薛定谔代数上的局部导子
Local Derivations on Schrödinger Algebra
摘要
Abstract
The(1+1)Schrödinger algebra is non-semisimple and plays an important role in mathematical physics and its applications.The present paper is devoted to studying local derivations on the(1+1)Schrödinger algebra.We first determine the derivations on the(1+1)Schrödinger algebra.Then,by using some linear algebra methods,we prove that every local derivation on the(1+1)Schrödinger algebra is a derivation.关键词
薛定谔代数/导子/局部导子Key words
Schrödinger algebra/derivation/local derivation分类
数理科学引用本文复制引用
杜恒,吴月柱..薛定谔代数上的局部导子[J].Journal of Changshu Institute of Technology,2025,39(2):91-98,8.基金项目
国家自然科学基金面上项目"李共形超代数、i-量子群和李超代数的若干研究"(No.12471027) （No.12471027）
