Description



Table of Contents
  • Ergodic theory of the Burgers equation by Y. Bakhtin
  • Critical point and duality in planar lattice models by V. Beffara and H. Duminil-Copin
  • Biased random walks on random graphs by G. Ben Arous and A. Fribergh
  • Lectures on integrable probability by A. Borodin and V. Gorin
  • Markov loops in discrete spaces by Y. Chang and Y. Le Jan
  • Random matrices and the Potts model on random graphs by A. Guionnet
  • Topics in Markov chains: Mixing and escape rate by J. Komjathy and Y. Peres
  • Random walk problems motivated by statistical physics by G. F. Lawler
  • Markov dynamics on the dual object to the infinite-dimensional unitary group by G. Olshanski
  • Lectures on random nodal portraits by M. Sodin
  • Smoothness and standardness in the theory of $Af$-algebras and in the problem on invariant measures by A. Vershik
  • Branching random walks and Gaussian fields by O. Zeitouni

Probability and Statistical Physics in St. Petersburg

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    A Hardback by V. Sidoravicius, S. Smirnov

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      View other formats and editions of Probability and Statistical Physics in St. Petersburg by V. Sidoravicius

      Publisher: MP-AMM American Mathematical
      Publication Date: 30/04/2016
      ISBN13: 9781470422486, 978-1470422486
      ISBN10:

      Description



      Table of Contents
      • Ergodic theory of the Burgers equation by Y. Bakhtin
      • Critical point and duality in planar lattice models by V. Beffara and H. Duminil-Copin
      • Biased random walks on random graphs by G. Ben Arous and A. Fribergh
      • Lectures on integrable probability by A. Borodin and V. Gorin
      • Markov loops in discrete spaces by Y. Chang and Y. Le Jan
      • Random matrices and the Potts model on random graphs by A. Guionnet
      • Topics in Markov chains: Mixing and escape rate by J. Komjathy and Y. Peres
      • Random walk problems motivated by statistical physics by G. F. Lawler
      • Markov dynamics on the dual object to the infinite-dimensional unitary group by G. Olshanski
      • Lectures on random nodal portraits by M. Sodin
      • Smoothness and standardness in the theory of $Af$-algebras and in the problem on invariant measures by A. Vershik
      • Branching random walks and Gaussian fields by O. Zeitouni

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