ScalingStacks

Lemma 5 [057R]

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Lemma 5

Let V=∫XωXnV=\int_{X}\omega_{X}^{n} be the volume of (X,ωX)(X,\omega_{X}), then

V−1=ctnVt,∀t∈(0,1].V^{-1}=\frac{c_{t}^{n}}{V_{t}},\quad\forall t\in(0,1].

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