Abstract
In this paper we construct quasiconformal mappings between Y-pieces so that the corresponding Beltrami coefficient has exponential decay away from the boundary. These maps are used in a companion paper to construct quasiFuchsian groups whose limit sets are non-rectifiable curves of dimension 1.
Citation
Christopher J. Bishop. "Quasiconformal mappings of Y-pieces." Rev. Mat. Iberoamericana 18 (3) 627 - 652, October, 2002.
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