研究了对Faddeev-域规范群C∞(M,G)(M为一紧致流形, G为一矩阵李群)上不存在有限的平移不变的正测度.
In is proved that on the local gauge gr oup C∞(M,G)(M a compact manifold and G a matrix Lie group) th ere does not exist a finite positive invariant measure.
参考文献
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