AbstractIn this paper, we obtain a sharpening of the functional modulus of continuity and large increments in terms of (r,p)-capacities on the Wiener space
AbstractSome function space laws of the iterated logarithm for Brownian motion with values in finite...
AbstractLet A be a ball in the classical Wiener space defined by the sup-norm or the pseudo-Sobolev ...
AbstractWe prove that tight capacities are invariant if one weakens the underlying topology. As a co...
In this paper, we obtain a sharpening of the functional modulus of continuity and large increments i...
AbstractIn this paper, we obtain a sharpening of the functional modulus of continuity and large incr...
AbstractWe propose a set-indexed family of capacities {capG}G⊆R+ on the classical Wiener space C(R+)...
AbstractLet (W(t), t⩾0), be a standard Wiener process and define •M+ (t) = max{W(u): u⩽t},&#...
The arbitrary functions principle says that the fractional part of $nX$ converges stably to an indep...
The functional iterated logarithm law for a Wiener process in the Bulinskii form for great and small...
AbstractLet {X(t) : t ∈ R+N} denote the N-parameter Wiener process on R+N = [0, ∞)n. For multiple se...
AbstractFor n ⩾ 2 an (n − 1)-parameter real process Vn, called stochastic volume, is defined. This p...
AbstractLet W(t) be a standard Wiener process and let βt−1 = (2a t(log(t/at)+log log t)) 1/2 where a...
AbstractLet Sn denote the partial sum of an i.i.d. sequence of centred random variables having a fin...
AbstractSome parallel results of Gross' paper (Potential theory on Hilbert space, J. Functional Anal...
AbstractLet {W(t), t ⩾ 0} be a standard Wiener process and {tn, n ⩾ 1} be an increasing sequence of ...
AbstractSome function space laws of the iterated logarithm for Brownian motion with values in finite...
AbstractLet A be a ball in the classical Wiener space defined by the sup-norm or the pseudo-Sobolev ...
AbstractWe prove that tight capacities are invariant if one weakens the underlying topology. As a co...
In this paper, we obtain a sharpening of the functional modulus of continuity and large increments i...
AbstractIn this paper, we obtain a sharpening of the functional modulus of continuity and large incr...
AbstractWe propose a set-indexed family of capacities {capG}G⊆R+ on the classical Wiener space C(R+)...
AbstractLet (W(t), t⩾0), be a standard Wiener process and define •M+ (t) = max{W(u): u⩽t},&#...
The arbitrary functions principle says that the fractional part of $nX$ converges stably to an indep...
The functional iterated logarithm law for a Wiener process in the Bulinskii form for great and small...
AbstractLet {X(t) : t ∈ R+N} denote the N-parameter Wiener process on R+N = [0, ∞)n. For multiple se...
AbstractFor n ⩾ 2 an (n − 1)-parameter real process Vn, called stochastic volume, is defined. This p...
AbstractLet W(t) be a standard Wiener process and let βt−1 = (2a t(log(t/at)+log log t)) 1/2 where a...
AbstractLet Sn denote the partial sum of an i.i.d. sequence of centred random variables having a fin...
AbstractSome parallel results of Gross' paper (Potential theory on Hilbert space, J. Functional Anal...
AbstractLet {W(t), t ⩾ 0} be a standard Wiener process and {tn, n ⩾ 1} be an increasing sequence of ...
AbstractSome function space laws of the iterated logarithm for Brownian motion with values in finite...
AbstractLet A be a ball in the classical Wiener space defined by the sup-norm or the pseudo-Sobolev ...
AbstractWe prove that tight capacities are invariant if one weakens the underlying topology. As a co...
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