Title of article
INNER DEFORMATIONS OF ENTWINED MODULES AND THEIR SIMPLENESS
Author/Authors
Qiaoling, Guo Southeast University - Department of Mathematics, CHINA , Shuanhong, Wang Southeast University - Department of Mathematics, CHINA , Yan, Zhang Henan Normal University - College of Computation and Information Technology, CHINA
From page
205
To page
223
Abstract
The paper is devoted to studying certain families of inner deformations of entwined modules and investigating simple entwined modules. Our main results can be applied to the study of the inner deformation of all kinds of Hopf modules and the irreducible representations of a wide class of Hopf algebras constructed by smash products. As an explicit application, we consider the case of quantum Yetter–Drinfel’d modules.
Keywords
entwined module , inner deformation , quantum Yetter , Drinfel’d module
Journal title
The Arabian Journal for Science and Engineering
Journal title
The Arabian Journal for Science and Engineering
Record number
2578164
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