ScalingStacks

Theorem 1.2 . [02IE]

Original official author HTML, exact retained edition. Historical TeX conversion verdicts remain unchanged. Cited-edition alignment and mathematical self-containment are not assessed.

Complete original source context · Original author HTML

Theorem 1.2.

The height of XX with respect to L¯{\overline{L}} is given by

hL¯⁡(X)=(n+1)!​∑v∈𝔐ℚ∫Δϑv​d​vol.\operatorname{h}_{{\overline{L}}}(X)=(n+1)!\sum_{v\in\mathfrak{M}_{\mathbb{Q}}}\int_{\Delta}\vartheta_{v}\,\text{\rm d}\operatorname{vol}.

Original mathematics by the credited authors. Source-backed reader collection; mathematical self-containment is not assessed.