An L2 extension theorem is proved for upper semi-continuous L2-optimal functions using Lebesgue differentiation, yielding new characterizations and integrability results.
Demailly, Multiplier ideal sheaves and analytic methods in algebraic geometry, In School on Vanishing Theorems and Effective Results in Algebraic Geometry, ICTP Lect
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An Ohsawa-Takegoshi-type $L^2$ extension for upper semi-continuous $L^2$-optimal functions
An L2 extension theorem is proved for upper semi-continuous L2-optimal functions using Lebesgue differentiation, yielding new characterizations and integrability results.