ON RIGIDITY OF CRITICAL CIRCLE MAPS ARTUR AVILA Abstract. We give examples of analytic critical circle maps which are not C 1 α rigid. 1. Introduction A critical circle map is a C 1 homeomorphism f : R Z → R Z with a - Homeomorphism - Document - PDFSEARCH.IO

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	ON RIGIDITY OF CRITICAL CIRCLE MAPS ARTUR AVILA Abstract. We give examples of analytic critical circle maps which are not C 1+α rigid. 1. Introduction A critical circle map is a C 1 homeomorphism f : R/Z → R/Z with a Add to Reading List Open Document File Size: 97,23 KB Share Result on Facebook City Berlin / / / Person Jean-Christophe Il / ARTUR AVILA / Sebastian One-dimensional / Marie Curie / / URL www.arXiv.org / / SocialTag Operator theory Diophantine approximation Transcendental numbers Itō diffusion Characterizations of the exponential function Mathematics Rotation number Mathematical analysis

ON RIGIDITY OF CRITICAL CIRCLE MAPS ARTUR AVILA Abstract. We give examples of analytic critical circle maps which are not C 1+α rigid. 1. Introduction A critical circle map is a C 1 homeomorphism f : R/Z → R/Z with a Add to Reading List