ScalingStacks

Theorem 5.17 [036U]

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Theorem 5.17

For n:=dim(X)n:=\dim(X) and α∈Ac2​n−1​(W)\alpha\in A_{c}^{2n-1}(W), we have ∫W𝑑α=0\int_{W}d\alpha=0 and hence ∫Wd′​α=∫Wd′′​α=0\int_{W}d^{\prime}\alpha=\int_{W}d^{\prime\prime}\alpha=0.

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