AbstractIn this paper, we prove a sharpening of large deviation for increments of Brownian motion in (p,r)-capacity and Hölder norm case. As an application, we obtain a functional modulus of continuity for (p,r)-capacity in the stronger topology
AbstractIn this paper we establish large increment results and moduli of continuty for a two-paramet...
We derive two large deviation principles of Freidlin-Wentzell type for rescaled super-Brownian motio...
We study the transformed path measure arising from the self-interaction of a three-dimensional rowni...
In this paper, we first establish a large deviation for increments of a Wiener process. A functional...
We show that the fractional Brownian motion (fBM) defined via the Volterra integral representation w...
AbstractIn this paper, we obtain a sharpening of the functional modulus of continuity and large incr...
In this paper, we obtain a sharpening of the functional modulus of continuity and large increments i...
AbstractKhoshnevisan and Lewis (1994a) have recently established Lévy's modulus of continuity of ite...
We obtain the rate of convergence of the functional limit for increments of a d-dimensional Brownian...
We prove a general functional limit theorem for multiparameterfractional Brownian motion. The functi...
AbstractWe consider a broad class of continuous martingales whose local modulus of continuity is in ...
A moderate deviation principle and a Strassen type law of the iterated logarithm for the small-time ...
AbstractA moderate deviation principle and a Strassen-type law of the iterated logarithm for the sma...
AbstractWe study the local-in-time regularity of the Brownian motion with respect to localized varia...
We consider the measure-valued processes in a super-Brownian random medium in the Dawson-Fleischmann...
AbstractIn this paper we establish large increment results and moduli of continuty for a two-paramet...
We derive two large deviation principles of Freidlin-Wentzell type for rescaled super-Brownian motio...
We study the transformed path measure arising from the self-interaction of a three-dimensional rowni...
In this paper, we first establish a large deviation for increments of a Wiener process. A functional...
We show that the fractional Brownian motion (fBM) defined via the Volterra integral representation w...
AbstractIn this paper, we obtain a sharpening of the functional modulus of continuity and large incr...
In this paper, we obtain a sharpening of the functional modulus of continuity and large increments i...
AbstractKhoshnevisan and Lewis (1994a) have recently established Lévy's modulus of continuity of ite...
We obtain the rate of convergence of the functional limit for increments of a d-dimensional Brownian...
We prove a general functional limit theorem for multiparameterfractional Brownian motion. The functi...
AbstractWe consider a broad class of continuous martingales whose local modulus of continuity is in ...
A moderate deviation principle and a Strassen type law of the iterated logarithm for the small-time ...
AbstractA moderate deviation principle and a Strassen-type law of the iterated logarithm for the sma...
AbstractWe study the local-in-time regularity of the Brownian motion with respect to localized varia...
We consider the measure-valued processes in a super-Brownian random medium in the Dawson-Fleischmann...
AbstractIn this paper we establish large increment results and moduli of continuty for a two-paramet...
We derive two large deviation principles of Freidlin-Wentzell type for rescaled super-Brownian motio...
We study the transformed path measure arising from the self-interaction of a three-dimensional rowni...
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