7 citations · 7 across the 2 of their papers we have counts for
3 papers
math.PR2011
Exponential growth rate for derivatives of stochastic flows
Holger van Bargen, Michael Scheutzow, Simon Wasserroth
We show that for a large class of stochastic flows the spatial derivative grows at most exponentially fast even if one takes the supremum over a bounded set of initial points. We d…
math.PR2010
A Weak Limit Shape Theorem For Planar Isotropic Brownian Flows
Holger Matthias van Bargen
It has been shown by various authors under different assumptions that the diameter of a bounded non-trivial set under the action of a stochastic flow grows linearly in time. We…
math.PR2008★ 7 cited
Isotropic Ornstein-Uhlenbeck flows
Georgi Dimitroff, Holger van Bargen
Isotropic Brownian flows (IBFs) are a fairly natural class of stochastic flows which has been studied extensively by various authors. Their rich structure allows for explicit calcu…