%0 Journal Article
%T &Omicron;-算子的二次上同调<br>Secondary Cohomology of &Omicron;-Operators
%A 黄丹莉
%J Advances in Applied Mathematics
%P 3945-3953
%@ 2324-8009
%D 2023
%I Hans Publishing
%R 10.12677/AAM.2023.129386
%X 本文主要介绍三元组(A,B,ε)上的关于双A-模M的Ο-算子的二次上同调，并进一步利用<span>Ο</span>-算子给出M的结合代数结构及对应三元组<span>(M,B,ε)</span>的二次Hochschild上同调与<span>Ο</span>-算子二次Hochschild上同调之间的关系。<br />
This paper mainly introduced the secondary cohomology of <span>Ο</span>-operators on <span>(A,B,ε)</span> with respect to the A-bimodule M. The <span>Ο</span>-operator is further used to derive the associative algebraic structure on M and the relation between the secondary Hochschild cohomology of corresponding triple <span>(M,B,ε)</span> and the secondary Hochschild cohomology of <span>Ο</span>-operators.
%K 二次上同调，&Omicron
%K -算子<br>Secondary Cohomology
%K &Omicron
%K -Oparators
%U http://www.hanspub.org/journal/PaperInformation.aspx?PaperID=72101