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斜环上酉Lie代数的Fermion表示
Fermionic representations of unitary Lie algebras coordinated by skew rings

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斜环上酉Lie代数的Fermion表示.pdf (825.2Kb)
Date
2017
Author
陈福林
谭绍滨
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  • 数学科学-已发表论文 [2662]
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Abstract
假设sigma为一个任意Abel群上的特征,以及R_sigma为对应于特征sigma的斜Laurent多项式环.本文构造了坐标代数为R_sigm; a的Allison-Faulkner型酉Lie代数的Fermion表示,并确定了该表示的不可约分支.
 
Let sigma be a character from an abelian group to C~*, and let R_sigma; be the skew Laurent polynomial ring associated to it. In this paper, the; fermionic representation of Allison-Faulkner type unitary Lie algebra; coordinated by R_sigma is constructed and its irreducible components are; determined explicitly.
 
Citation
中国科学. 数学,2017,(11):1515-1524
URI
https://dspace.xmu.edu.cn/handle/2288/165247

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