Proposition 3.26 . [050W] Original official author HTML, exact retained edition. Historical TeX conversion verdicts remain unchanged. Cited-edition alignment and mathematical self-containment are not assessed.
Source coverage notes Source fidelity gap: the original arXiv HTML omits an author TeX footnote attached to equation e:def-omega, including its reference to Remark r:error-function. The retained HTML is preserved as published; the original author TeX remains available. TeX correspondence is not complete. Complete original source context · Original author HTML
Proposition 3.26 .
The following holds locally near the point p ∈ H p\in H
(3.297) d D c | y | 2 = − 1 ( y d y ¯ − y ¯ d y ) + 4 | y | 2 ⋅ Γ + O ~ ( | y | 3 ) . d^{c}_{D}|y|^{2}=\sqrt{-1}(yd\bar{y}-\bar{y}dy)+4|y|^{2}\cdot\Gamma+\widetilde{O}(|y|^{3}).