Add to ORKGIn this work, we shall deal with the critical Sobolev isotropic Brownian flows on the sphere S^d. Based on previous works by O. Raimond and LeJan-Raimond (see Ann. Inst. H. Poincare, 35 (1999), p. 313-354 and Ann. of Prob., 30 (2002), p. 826-873), we prove that the associated flow is a flow of homeomorphisms
Abstract. We show a regularity criterion to the harmonic heat flow from 2-dimensional Rie-mannian ma...
AbstractA.A. Kirillov has given a parametrization of the space U∞ of univalent functions on the clos...
We investigate self-similar solutions to the inverse mean curvature flow in Euclidean space. General...
AbstractIn this work, we shall deal with the critical Sobolev isotropic Brownian flows on the sphere...
AbstractWe consider the critical Sobolev isotropic Brownian flow in Rd(d≥2). On the basis of the wor...
AbstractThe Brownian motion with respect to the metric H3/2 on Diff(S1) has been constructed. It is ...
homeomorphisms of 2-manifolds apparently has been hampered by the existence of homeomorphisms with w...
In this work, we construct a g(t)-Brownian motion via an isometric embedding, whose approach permit ...
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...
The Brownian map is a random sphere-homeomorphic metric measure space obtained by ``gluing together'...
We prove the existence of a stochastic flow of Hölder homeomorphisms for solutions of SDEs with sing...
We introduce a new family of thermostat flows on the unit tangent bundle of an oriented Riemannian $...
To the memory of Enrico Magenes, whose exemplar life, research and teaching shaped generations of ma...
AbstractWe study m-dimensional SDE Xt=x0+∑i=1∞∫0tσi(Xs)dWsi+∫0tb(Xs)ds, where {Wi}i⩾1 is an infinite...
Abstract. We show a regularity criterion to the harmonic heat flow from 2-dimensional Rie-mannian ma...
AbstractA.A. Kirillov has given a parametrization of the space U∞ of univalent functions on the clos...
We investigate self-similar solutions to the inverse mean curvature flow in Euclidean space. General...
AbstractIn this work, we shall deal with the critical Sobolev isotropic Brownian flows on the sphere...
AbstractWe consider the critical Sobolev isotropic Brownian flow in Rd(d≥2). On the basis of the wor...
AbstractThe Brownian motion with respect to the metric H3/2 on Diff(S1) has been constructed. It is ...
homeomorphisms of 2-manifolds apparently has been hampered by the existence of homeomorphisms with w...
In this work, we construct a g(t)-Brownian motion via an isometric embedding, whose approach permit ...
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...
The Brownian map is a random sphere-homeomorphic metric measure space obtained by ``gluing together'...
We prove the existence of a stochastic flow of Hölder homeomorphisms for solutions of SDEs with sing...
We introduce a new family of thermostat flows on the unit tangent bundle of an oriented Riemannian $...
To the memory of Enrico Magenes, whose exemplar life, research and teaching shaped generations of ma...
AbstractWe study m-dimensional SDE Xt=x0+∑i=1∞∫0tσi(Xs)dWsi+∫0tb(Xs)ds, where {Wi}i⩾1 is an infinite...
Abstract. We show a regularity criterion to the harmonic heat flow from 2-dimensional Rie-mannian ma...
AbstractA.A. Kirillov has given a parametrization of the space U∞ of univalent functions on the clos...
We investigate self-similar solutions to the inverse mean curvature flow in Euclidean space. General...