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Descent Equations Starting from High Rank Chern-Simons
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作者 bei kang Yi Pan +2 位作者 Ke Wu Jie Yang Zi-Feng Yang 《Communications in Theoretical Physics》 SCIE CAS CSCD 2018年第4期375-382,共8页
In this paper a set of generalized descent equations are proposed. The solutions to those descent equations labeled by r for any r(r ≥ 2, r ∈ N) are forms of degrees varying from 0 to(2r-1). And the case of r = 2 is... In this paper a set of generalized descent equations are proposed. The solutions to those descent equations labeled by r for any r(r ≥ 2, r ∈ N) are forms of degrees varying from 0 to(2r-1). And the case of r = 2 is mainly discussed. 展开更多
关键词 Wess-Zumino-Witten term ANOMALY descent equations
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