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Abstract: We introduce snowballs, which are compact sets in $\R^3$ homeomorphic to theunit ball. They are 3-dimensional analogs of domains in the plane bounded bysnowflake curves. For each snowball $B$ a quasiconformal map $f\colon \R^3\to\R^3$ is constructed that maps $B$ to the unit ball.



Autor: Daniel Meyer

Fuente: https://arxiv.org/



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