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Ross-Witt Nyström correspondence and Ohsawa-Takegoshi extension
This paper is an attempt to study a few \emph{effective} universality phenomenons in complex geometry using deformations and the Hörmander $L^2$-method. The main idea of the proof is to deform the general case to the toric (or convex) case and to apply two new Berndtsson-Lempert type Ohsawa-Takegosh
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