Fraydoun Rezakhanlou

Email address: rezakhan@math.berkeley.edu

Postal Address:

Teaching:

  • Summer 2012: Math 104, Introduction to Analysis

  • Fall 2012: Math 219, Dynamical Systems


  • Recent papers:

    The Poincare--Birkhoff Theorem in random dynamics.

    Pointwise Bounds for the Solutions of the Smoluchowski Equation with Diffusion.

    Gelation for Marcus-Lushnikov Process. This paper (without Section 5) will appear in Annals of Probability.

    Moment Bounds for the Solutions of the Smoluchowski Equation with Coagulation and Fragmentation, Proceedings of the Royal Society of Edinburgh, Volume 140A, 1041-1059 (2010)

    A Prelude to the Theory of Random Walks in Random Environments, to appear in Bulletin of IMS

    Equilibrium Fluctuations for a Model of Coagulating-Fragmenting planar Brownian Particles, Commun. Math. Phys. Volume 296, 769-826, (2010)

    Coagulation, Diffusion and the Continuous Smoluchowski Equation, Stochastic Process. Appl. Volume 119, 3042-3080 , (2009)

    Moment bounds for the Smoluchowski equation and their consequences, Commun. Math. Phys. Volume 276, 645-670, (2007)


    Lecture notes:

    Lectures on Symplectic Geometry. Notes for an advanced graduate course on ''Symplectic Geometry''

    Lectures on Dynamical Systems, part I , part II . Notes for an advanced graduate course on "Dynamical Systems".

    Lectures on Random Matrices.


    Slides:


    Equilibrium Fluctuations for Coagulating-Fragmenting Brownian Particles.


    Coagulating Brownian Particles, Gelation and Smoluchowski Equation