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Renormalization of unicritical analytic circle maps

Published 23 Sep 2016 in math.DS | (1609.07524v3)

Abstract: In this paper we generalize renormalization theory for analytic critical circle maps with a cubic critical point to the case of maps with an arbitrary odd critical exponent by proving a quasiconformal rigidity statement for renormalizations of such maps.

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Authors (1)

  1. Michael Yampolsky 

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