ARA 2013

Analysis, Randomness and Applications

June 27 and 28, 2013



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  • Johanna Franklin, University of Connecticut (US).
    Uniform-distribution randomness and genericity.
  • Laurent Bienvenu, Univ. Paris 7.
    Recent progress on effective Brownian motion.
  • Kenshi Miyabe, Tokyo University.
    L^1-computability and the computability of conditional probability.
  • Jason Rute, Carnegie-Mellon.
    Transformations which preserve computable randomness.
  • Rupert Hölzl, Universitaet der Bundeswehr, Munich.
    Algorithmic randomness and semimeasures.
  • Noam Greenberg, Victoria University of Wellington and Benoît Monin, Université Paris 7.
    Higher randomness.
  • Joseph S. Miller, University of Wisconsin.
    Highness properties close to being of PA degree.
  • Christopher Porter, Université Paris 7.
    Demuth and randomness.
  • Dan Turetsky, Kurt Goedel Center Vienna.
    Weak 2-Randomness and Higher Dimensional Differentiability.
  • André Nies, University of Auckland.
    Density-one points, martingale convergence, and differentiability.

Complete program and abstracts

(see also there)