14 citations · 69 across the 27 of their papers we have counts for
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Geodesically Complete Hyperbolic Structures
Ara Basmajian, Dragomir Saric
In the first part of this work we explore the geometry of infinite type surfaces and the relationship between its convex core and space of ends. In particular, we show that a geode…
Fenchel-Nielsen coordinates for asymptotically conformal deformations
Dragomir Saric
Let be an infinite hyperbolic surface endowed with an upper bounded geodesic pants decomposition. Alessandrini, Liu, Papadopoulos, Su and Sun \cite{ALPSS}, \cite{ALPS} parametr…
Visual sphere and Thurston's boundary of the Universal Teichmüller space
Hrant Hakobyan, Dragomir Saric
Thurston's boundary to the universal Teichmüller space is the space of projective bounded measured laminations of . A geodesic r…
Limits of Teichmüller geodesics in the Universal Teichmüller space
Hrant Hakobyan, Dragomir Saric
Thurston's boundary to the universal Teichmüller space is the set of asymptotic rays to the embedding of in the space of geodesic currents; the boun…
Thurston's boundary for Teichmüller spaces of infinite surfaces: the length spectrum
Dragomir Saric
Let be an infinite geodesically complete hyperbolic surface which can be decomposed into geodesic pairs of pants. We introduce Thurston's boundary to the Teichmüller space $T(X…
Thurston's boundary to infinite-dimensional Teichmüller spaces: geodesic currents
Dragomir Saric
Let be a complete borderless infinite area hyperbolic surface. We introduce Thurston's boundary to the Teichmüller space of the surface using Liouville (geodes…