Journal of Jilin University Science Edition

Previous Articles     Next Articles

Hom\|Nijienhuis Operator of Hom δ-Jordan Lie Color Algebras

WANG Han, FENG Chen, NI Yaping, ZHANG Qingcheng   

  1. School of Mathematics and Statistics, Northeast Normal University, Changchun 130024, China
  • Received:2015-11-23 Online:2016-09-26 Published:2016-09-19
  • Contact: WANG Han E-mail:382033675@qq.com

Abstract:

By giving definition of Hom \%δ\%\|Jordan Lie color algebra, we studied  its algebraic structure and Hom\|Nijienhuis operator. The results show that a Hom-Nijienhuis operator and a bilinear operator can get a deformation of the regular Hom δ-Jordan Lie color algebra under appropriate conditions. Furthermore, this deformation is trivial.

Key words:  Hom δ-Jordan Lie color algebra, Hom\, Nijienhuis operator, bilinear map

CLC Number: 

  • O152.5