二、三维结合代数上修改的λ-微分算子的分类  

Classification of modified λ-differential operators in associative algebras of dimensions two and three

作　　者：吴凤娇 吴治国 Wu Fengjiao;Wu Zhiguo(Basic Course Teaching Department of Wuxi Taihu University,JiangsuWuxi,214000;Huaibei Normal University Information Institute,AnhuiHuaibei,235000)

机构地区：[1]无锡太湖学院基础课教学部,江苏无锡214000 [2]淮北师范大学信息学院,安徽淮北235000

出　　处：《科技风》2021年第26期17-19,共3页

摘　　要：本文研究了低维结合代数上修改的λ-微分算子。通过方程转化的方法将修改的λ-微分算子所满足的等式转换为非齐次方程,然后借助MATLAB对二、三维结合代数上的情况进行求解,从而将二、三维结合代数上修改的微分算子给予分类和刻画。In this paper,we study modified λ-differential operators in associative algebra of low dimensions.We convert the modified λ-differential identity to non-homogeneous equations,then we solve these equations by the software MATLAB under the case of associative algebras of dimension two and three.Hence we classify modified λ-differential operators in associative algebras of dimensions two and three.

关 键 词：结合代数 修改的λ-微分算子 MATLAB 

分 类 号：O17[理学—数学]