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Uniqueness conjecture for boundary Schwarzian data in the universal Teichmüller space
Uniqueness conjecture. Let $\phi\in\overline{\mathbf{S}}_q$ . Then the function $f_\phi$ obtained in this way is unique, so that the IMS functional
openintegral-mean-spectrum schwarzian-derivative teichmuller-theory
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Uniqueness conjecture for boundary Schwarzian data in the universal Teichmüller space