%0 Journal Article
%T BL-代数上的⊙-导子<br>ON ⊙-DERIVATIONS OF BL-ALGEBRAS
%A 作者
%A 辛小龙
%A 冯敏
%A 杨永伟
%J 数学杂志
%D 2016
%X 本文引入了BL-代数的⊙-导子并研究了BL-代数上⊙-导子的相关问题.利用导子的保序性,不动点集和BL-代数的格理想,讨论了BL-代数上的保序∧-导子和保序⊙-导子的关系,并给出了G？del代数和线性G？del代数的刻画.这些结果丰富了逻辑代数上的导子理论.<br>In the paper, the ⊙-derivations of BL-algebras is introduced and investigated. By using the isotone property, the flxed set and lattice ideal, the relationship between an isotone ∧-derivation and an isotone ⊙-derivation is discussed, and the characterizations of G？del algebras and liner G？del algebras are given, which extends the derivation theory of logic algebras
%K BL-代数 ⊙-导子 格理想 G？ del 代数&lt
%K br&gt
%K BL-algebra ⊙-derivation lattice ideal G？ del algebra
%U http://sxzz.whu.edu.cn/sxzz/ch/reader/view_abstract.aspx?file_no=20160312&flag=1