AbstractIn this work, we shall deal with the critical Sobolev isotropic Brownian flows on the sphere Sd. Based on previous works by O. Raimond and LeJan and Raimond (see [O. Raimond, Ann. Inst. H. Poincaré 35 (1999) 313–354] and [Y. LeJan, O. Raimond, Ann. of Prob. 30 (2002) 826–873], we prove that the associated flows are flows of homeomorphisms
We study pathwise properties and homeomorphic property with respect to the initial values for stocha...
AbstractWe consider a stochastic differential equation (SDE) of jump type on a finite-dimensional co...
We prove the existence of a stochastic flow of Hölder homeomorphisms for solutions of SDEs with sing...
In this work, we shall deal with the critical Sobolev isotropic Brownian flows on the sphere S^d. Ba...
AbstractWe consider the critical Sobolev isotropic Brownian flow in Rd(d≥2). On the basis of the wor...
In this paper, we establish the existence of a stochastic flow of Sobolev diffeomorphisms R d ∋ x 7−...
AbstractWe study a stochastic flow of C1-homeomorphisms of R. At certain stopping times, the spatial...
A stochastic flow of homeomorphisms of R previously studied by Bass and Burdzy [2] and Hu and Warren...
AbstractThe Brownian motion with respect to the metric H3/2 on Diff(S1) has been constructed. It is ...
Isotropic Brownian flows (IBFs) are a fairly natural class of stochastic flows which has been studie...
AbstractIsotropic Brownian flows (IBFs) are a fairly natural class of stochastic flows which has bee...
AbstractWe study m-dimensional SDE Xt=x0+∑i=1∞∫0tσi(Xs)dWsi+∫0tb(Xs)ds, where {Wi}i⩾1 is an infinite...
Abstract. The aim of this paper is to relate the theory of harmonic-ity, in the sense of Korevaar-Sc...
Pesin's entropy formula relating entropy and Lyapunov exponents within the context of random dy...
We study a stochastic flow of l(1)-homeomorphisms of R. At certain stopping times, the spatial deriv...
We study pathwise properties and homeomorphic property with respect to the initial values for stocha...
AbstractWe consider a stochastic differential equation (SDE) of jump type on a finite-dimensional co...
We prove the existence of a stochastic flow of Hölder homeomorphisms for solutions of SDEs with sing...
In this work, we shall deal with the critical Sobolev isotropic Brownian flows on the sphere S^d. Ba...
AbstractWe consider the critical Sobolev isotropic Brownian flow in Rd(d≥2). On the basis of the wor...
In this paper, we establish the existence of a stochastic flow of Sobolev diffeomorphisms R d ∋ x 7−...
AbstractWe study a stochastic flow of C1-homeomorphisms of R. At certain stopping times, the spatial...
A stochastic flow of homeomorphisms of R previously studied by Bass and Burdzy [2] and Hu and Warren...
AbstractThe Brownian motion with respect to the metric H3/2 on Diff(S1) has been constructed. It is ...
Isotropic Brownian flows (IBFs) are a fairly natural class of stochastic flows which has been studie...
AbstractIsotropic Brownian flows (IBFs) are a fairly natural class of stochastic flows which has bee...
AbstractWe study m-dimensional SDE Xt=x0+∑i=1∞∫0tσi(Xs)dWsi+∫0tb(Xs)ds, where {Wi}i⩾1 is an infinite...
Abstract. The aim of this paper is to relate the theory of harmonic-ity, in the sense of Korevaar-Sc...
Pesin's entropy formula relating entropy and Lyapunov exponents within the context of random dy...
We study a stochastic flow of l(1)-homeomorphisms of R. At certain stopping times, the spatial deriv...
We study pathwise properties and homeomorphic property with respect to the initial values for stocha...
AbstractWe consider a stochastic differential equation (SDE) of jump type on a finite-dimensional co...
We prove the existence of a stochastic flow of Hölder homeomorphisms for solutions of SDEs with sing...
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