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math.CV2025
Teichmüller extremal maps on infinite Riemann surfaces
Dragomir Šarić
Let be an arbitrary Riemann surface. We establish a necessary and sufficient criterion for to have a Teichmüller-type extremal map.
math.CV2024
On the derivatives of the Liouville currents
Xinlong Dong, Dragomir Šarić, Zhe Wang
The Liouville map, introduced by Bonahon, assigns to each point in the Teichmüller space a natural Radon measure on the space of geodesics of the base surface. The Liouville map is…