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Langevin equation in the small mass limit: higher order approximations
  Complex systems and Biological physics seminar

Tuesday 12 June 2018
from 13:30 to 14:30
at 112:028
Speaker : Jan Wehr (University of Arizona)
Abstract : We study the Langevin equation describing the motion of a particle of mass m in a potential and/or magnetic field, with state-dependent drift and diffusion. We develop a hierarchy of approximate equations for the position degrees of freedom that achieve accuracy of order m^{k/2} over finite time intervals for any positive integer k. This extends the previous work in which effective equations for the position variables were derived in the limit when the mass goes to zero. This is a joint work with Jeremiah Birrell.

AlbaNova  | Last modified 05 June 2018 10:32  |  HELP