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Burgers Equation Mathematics
Stationary Solutions Mathematics
Scaling Limit Mathematics
Exit Problem Mathematics
Navier-Stokes System Mathematics
Forcing Mathematics
Dynamical system Mathematics
Random Trees Mathematics

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Research Output 1997 2016

Burgers Equation
Minimizer
Forcing
Hyperbolicity
Ergodic Theory
H-transform
Exit Problem
Nonlinear Elliptic Equations
Scaling Limit
Diffusion Problem

Ergodic theory of the Burgers equation

Bakhtin, Y. 2015 (Accepted/In press) Lecture notes for summer school on probability and statistical physics in St. Petersburg, 2012. Sidoravicius, V. & Smirnov, S. (eds.). Forthcoming

Research output: Research - peer-reviewChapter (peer-reviewed)

Regularity of invariant densities for 1D systems with random switching

Bakhtin, Y., Hurth, T. & Mattingly, J. C. Sep 30 2015 In : Nonlinearity. 28, 11, p. 3755-3787 33 p.

Research output: Research - peer-reviewArticle

Critical point
Regularity
Invariant
regularity
critical point

Inviscid Burgers equation with random kick forcing in noncompact setting

Bakhtin, Y. Jun 22 2014 In : arXiv. 1406.5660

Research output: Research - peer-reviewArticle

Burgers Equation
Minimizer
Forcing
Hyperbolicity
Ergodic Theory