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  1. Stanislav Konstantínovich Smirnov (en ruso: Станисла́в Константи́нович Cмирно́в; n. 3 de septiembre de 1970) es un matemático ruso, galardonado con la Medalla Fields en 2010. Su investigación se centra en los campos del análisis complejo, los sistemas dinámicos y la teoría de la probabilidad. [1] [2]

  2. Professor. Section de mathématiques. Université de Genève. 2-4, rue du Lièvre, c.p. 64. 1211 Genève 4, Switzerland. E-mail: stanislav.smirnov (at)unige.ch. Tel: (+41)-22-3791149. Fax: (+41)-22-3791176. Directions to our Department.

  3. Stanislav Konstantinovich Smirnov (Russian: Станисла́в Константи́нович Cмирно́в; born 3 September 1970) is a Russian mathematician currently working as a professor at the University of Geneva. He was awarded the Fields Medal in 2010. His research involves complex analysis, dynamical systems and ...

  4. 13 de oct. de 2009 · Stanislav Smirnov. link to papers on arXiv. Preprints: arXiv:1212.6215 Random curves, scaling limits and Loewner evolutions (with Antti Kemppainen) PDF PS Poincaré series, pressure, and periodic points (with Jacek Graczyk, 2003) arXiv:0909.4499 Critical percolation in the plane (long version, 2001) PDF PS Notes on Ruelle's theorem (preprint, 1999)

  5. 19 de ago. de 2010 · Fields Medal – Stanislav Smirnov. Stanislav Smirnov is being awarded the 2010 Fields medal for the proof of conformal invariance of percolation and the planar Ising model in statistical physics. Fields Medal - Stanislav Smirnov, Université de Genève.

  6. 3 de may. de 2024 · Stanislav Smirnov (born Sept. 3, 1970, Leningrad, Russia, U.S.S.R. [now St. Petersburg, Russia]) is a Russian mathematician who was awarded the Fields Medal in 2010 for his work in mathematical physics. Smirnov graduated with a degree in mathematics in 1992 from St. Petersburg State

  7. The work of Fields Medallist Stanislav Smirnov will take mathematics and physics into a new phase with his mathematical proof of the understanding of phase transitions. A new phase in mathematics - the work of Stanislav Smirnov | plus.maths.org