superw1nalgebrainthesupersymmetriclandauproblem

CSpace > 应用数学研究所

	superw1nalgebrainthesupersymmetriclandauproblem
	Zhang Chunhong 1; Ding Lu2 ; Yan Zhaowen 3; Wu Ke 1; Zhao Weizhong 1
	2017
发表期刊	communicationsintheoreticalphysics
ISSN	0253-6102
卷号	67 期号:6 页码:648
摘要	We analyze the super n-bracket built from associative operator products. Since the super n-bracket with n even satisfies the so-called generalized super Jacobi identity, we deal with the n odd case and give the generalized super Bremner identity. For the infinite conserved operators in the supersymmetric Landau problem, we derive the super W_(1+∞) n-algebra which satisfies the generalized super Jacobi and Bremner identities for the n even and odd cases, respectively. Moreover the super W_(1+∞) sub-2n-algebra is also given.
语种	英语
文献类型	期刊论文
条目标识符	http://ir.amss.ac.cn/handle/2S8OKBNM/42550
专题	应用数学研究所
作者单位	1.首都师范大学 2.中国科学院数学与系统科学研究院 3.内蒙古大学
推荐引用方式 GB/T 7714	Zhang Chunhong,Ding Lu,Yan Zhaowen,et al. superw1nalgebrainthesupersymmetriclandauproblem[J]. communicationsintheoreticalphysics,2017,67(6):648.
APA	Zhang Chunhong,Ding Lu,Yan Zhaowen,Wu Ke,&Zhao Weizhong.(2017).superw1nalgebrainthesupersymmetriclandauproblem.communicationsintheoreticalphysics,67(6),648.
MLA	Zhang Chunhong,et al."superw1nalgebrainthesupersymmetriclandauproblem".communicationsintheoreticalphysics 67.6(2017):648.