Abstract
We generalize Earle-Li's polydisk theorem and embedding theorem, and study isometries from the unit disk to infinite dimensional Teichmüller spaces. We also give a simple proof that for any non-Strebel point τ, there exist infinitely many real analytic geodesic disks through τ and the basepoint in infinitely dimensional Teichmüller spaces.
Citation
Hiromi Ohtake. "On the isometries from the unit disk to infinite dimensional Teichmüller spaces." Kodai Math. J. 39 (3) 521 - 529, October 2016. https://doi.org/10.2996/kmj/1478073769
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