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Mathematics / Interval exchange transformation / Artur Ávila / Structure / Welington de Melo / Chaos theory / Measure-preserving dynamical system / Mixing / Ávila / Dynamical systems / Systems theory / Mathematical analysis


The Work of Artur Avila Artur Avila has made outstanding contributions to dynamical systems, analysis, and other areas, in many cases proving decisive results that solved long-standing open problems. A native of Brazil w
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Document Date: 2014-07-30 08:33:48


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City

Rio de Janeiro / /

Country

France / Brazil / /

EntertainmentAwardEvent

the European Mathematical Society Prize / the Michael Brin Prize / /

Facility

Centre National / /

IndustryTerm

smooth dynamical systems / regular polygonal billiard systems / quantum mechanical systems / energy spectrum / dynamical systems / stochastic tools / /

Organization

Centre National / French Academy / World Academy of Sciences / Instituto Nacional de Matem´atica Pura / /

Person

Svetlana Jitomirskaya / Sylvain Crovisier / Artur Avila Artur Avila / Mikhail Lyubich / Artur Avila / Amie Wilkinson / Barry Simon / Mark Kac / Welington de Melo / Vincent Delecroix / Giovanni Forni / Douglas Hofstadter / Mitchell Feigenbaum / /

Position

mathematical leader / advisor / researcher / researcher at IMPA / straight-forward / mathematician / /

PublishedMedium

Acta Mathematica / Annals of Mathematics / Inventiones Mathematicae / /

SocialTag