Gauge Theory of the Generalized Symmetry on the Torus Membrane

来源 :理论物理通讯 | 被引量 : 0次 | 上传用户：ZF6VE5

【摘要】

：

The SDIFF(T2)local-generalized Kac-Moody G(T2) symmetry is an infinite-dimensional group on the torus membrane, whose Lie algebra is the semi-direct sum of the

【作者】

：

ZHAO WeiZhong WANG Hong ZHANG

【机构】

：

Department of Physics,Academy of Mathematics and Systems Sciences,Science and Engineering College of

【出处】

：

理论物理通讯

【发表日期】

：

2004年期

【关键词】

：

gauge theory torus membrane symmetry

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The SDIFF(T2)local-generalized Kac-Moody G(T2) symmetry is an infinite-dimensional group on the torus membrane, whose Lie algebra is the semi-direct sum of the SDIFF(T2)local algebra and the generalized KacMoody algebra g(T2). In this paper, we construct the linearly realized gauge theory of the SDIFF(T2)loc1al-generalized Kac-Moody G(T2) symmetry.``

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Gauge Theory of the Generalized Symmetry on the Torus Membrane

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