AbstractFor infinitesimal data given on the group of diffeomorphism of the circle with respect to the metric H3/2, the associated Brownian motion has been constructed by Malliavin (C.R. Acad. Sci. Parist.329 (1999), 325–329). In this work, we shall give another approach and prove the invariance of heat measures under the adjoint action of S1
AbstractA geometric Brownian motion performs a continuous time infinitesimal perturbation of the sta...
In this paper, time changes of the Brownian motions on generalized Sierpinski carpets including n-di...
We consider the probability distribution on a classical group G which naturally generalizes the norm...
AbstractA Cameron–Martin-type theorem is proved for the canonical Brownian motion on the group of ho...
AbstractAn explicit modulus of Hölder continuity is given for the flow associated to the canonic Bro...
SIGLECopy held by FIZ Karlsruhe; available from UB/TIB Hannover / FIZ - Fachinformationszzentrum Kar...
AbstractIntegration by parts formulas are established both for Wiener measure on the path space of a...
AbstractIn this paper existence of the Brownian measure on Jordan curves with respect to the Weil–Pe...
The two groups I studied in this dissertation are Diff(S 1), the group of orientation-preserving C ∞...
AbstractThis paper studies Brownian motion and heat kernel measure on a class of infinite dimensiona...
Report also numbered NIKHEF-H--93-18Available from British Library Document Supply Centre- DSC:9106....
An important object of study in harmonic analysis is the heat equation. On a Euclidean space, the fu...
AbstractA.A. Kirillov has given a parametrization of the space U∞ of univalent functions on the clos...
In this paper existence of the Brownian measure on Jordan curves with respect to the Weil-Petersson ...
We define kinetic Brownian motion on the diffeomorphism group of a closed Riemannian manifold, and p...
AbstractA geometric Brownian motion performs a continuous time infinitesimal perturbation of the sta...
In this paper, time changes of the Brownian motions on generalized Sierpinski carpets including n-di...
We consider the probability distribution on a classical group G which naturally generalizes the norm...
AbstractA Cameron–Martin-type theorem is proved for the canonical Brownian motion on the group of ho...
AbstractAn explicit modulus of Hölder continuity is given for the flow associated to the canonic Bro...
SIGLECopy held by FIZ Karlsruhe; available from UB/TIB Hannover / FIZ - Fachinformationszzentrum Kar...
AbstractIntegration by parts formulas are established both for Wiener measure on the path space of a...
AbstractIn this paper existence of the Brownian measure on Jordan curves with respect to the Weil–Pe...
The two groups I studied in this dissertation are Diff(S 1), the group of orientation-preserving C ∞...
AbstractThis paper studies Brownian motion and heat kernel measure on a class of infinite dimensiona...
Report also numbered NIKHEF-H--93-18Available from British Library Document Supply Centre- DSC:9106....
An important object of study in harmonic analysis is the heat equation. On a Euclidean space, the fu...
AbstractA.A. Kirillov has given a parametrization of the space U∞ of univalent functions on the clos...
In this paper existence of the Brownian measure on Jordan curves with respect to the Weil-Petersson ...
We define kinetic Brownian motion on the diffeomorphism group of a closed Riemannian manifold, and p...
AbstractA geometric Brownian motion performs a continuous time infinitesimal perturbation of the sta...
In this paper, time changes of the Brownian motions on generalized Sierpinski carpets including n-di...
We consider the probability distribution on a classical group G which naturally generalizes the norm...
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