id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-3368	Li, Xiaojie; Hu, Xianguo; Lv, Jiafeng; Wang, Xingting	The DG Poisson Adjoint Action and its Application	2019	11	.pdf	application/pdf	3233	204	78	REFERENCES 23 [4] A. S. Cattaneo, D. Fiorenza and R. Longoni, Graded Poisson algebras, Encyclope- dia Math. Math, 12 (1) (2019), 14-24 15 given the definition of a DG Poisson Hopf algebra A, and discussed the structures for the universal enveloping algebra of A. Considering the importance of DG Poisson Hopf algebras and DG Poisson modules, our aim in this paper is to study the DG Poisson adjoint action on M , where M is a DG Poisson modules over a DG Poisson Hopf algebras A.	cache/ejpam-3368.pdf	txt/ejpam-3368.txt