规范场论中高维空间的反常

The Abnormality of the High-dimensional Space in the Gauye Field Theory

对左右规范场的wess zumino witten有效作用量进行联合规范变换 ,得到对称与非对称反常 ;对参数积分 ,获得阿贝尔手征反常ω02n - 1 (A .F)与非阿贝尔手征反常ω1 2n(u.A) 分别在奇数维空间与偶数维空间中规范势的具体表示 .

Effective action in the wess zumino witten in the L-Rgauye field is done the United gauye transformation to get symmery and nosymmetry hnomuly. To the Parameter integral,it is the concret demonstration that hbelian chiral hnomuly ω 0 2n-1 (A 1F) and honabelian chiral hnomuly ω 1 2n (V.F) each is in the odd number-dimonsional Space and the even number dimonsional space.