AbstractWe study LIL's for moving averages of Banach space valued (deterministic) functions wrt. homogeneous infinitely divisible independently scattered random measures on metrizable LCA topological groups
AbstractSubclasses L0 ⊃ L1 ⊃ … ⊃ L∞ of the class L0 of self-decomposable probability measures on a B...
AbstractLet X1,X2,… be i.i.d. random variables with a continuous distribution function. Let R0=0, Rk...
AbstractLet {ξj(t), t ∈ [0, T]} j = 1, 2 be infinitely divisible processes with distinct Poisson com...
We study LIL's for moving averages of Banach space valued (deterministic) functions wrt. homogeneous...
AbstractWe study LIL's for moving averages of Banach space valued (deterministic) functions wrt. hom...
AbstractWe give asymptotic bounds for sample paths of discrete time infinitely divisible processes a...
AbstractModifying the methods of Lee [J. Math. Anal. Appl. 61 (1977), 1–6], we show that each μ-meas...
AbstractLet (Xt : t ≥ 0) be a stochastically continuous, real valued stochastic process with indepen...
The arbitrary functions principle says that the fractional part of $nX$ converges stably to an indep...
AbstractWe approximate the empirical process, based on multivariate random samples with an arbitrary...
AbstractIt was shown by Berman in a recent paper that, for any infinitely divisible process X = {Xt,...
We review in¯nite divisibility and Levy processes in Banach spaces and discuss the relationship with...
AbstractWe find sufficient conditions for the equivalence of two measures on function space induced ...
AbstractIn proving limit theorems for some stochastic processes, the following classes of distributi...
According to the fundamental work of Yu.V. Prokhorov, the general theory of stochastic processes can...
AbstractSubclasses L0 ⊃ L1 ⊃ … ⊃ L∞ of the class L0 of self-decomposable probability measures on a B...
AbstractLet X1,X2,… be i.i.d. random variables with a continuous distribution function. Let R0=0, Rk...
AbstractLet {ξj(t), t ∈ [0, T]} j = 1, 2 be infinitely divisible processes with distinct Poisson com...
We study LIL's for moving averages of Banach space valued (deterministic) functions wrt. homogeneous...
AbstractWe study LIL's for moving averages of Banach space valued (deterministic) functions wrt. hom...
AbstractWe give asymptotic bounds for sample paths of discrete time infinitely divisible processes a...
AbstractModifying the methods of Lee [J. Math. Anal. Appl. 61 (1977), 1–6], we show that each μ-meas...
AbstractLet (Xt : t ≥ 0) be a stochastically continuous, real valued stochastic process with indepen...
The arbitrary functions principle says that the fractional part of $nX$ converges stably to an indep...
AbstractWe approximate the empirical process, based on multivariate random samples with an arbitrary...
AbstractIt was shown by Berman in a recent paper that, for any infinitely divisible process X = {Xt,...
We review in¯nite divisibility and Levy processes in Banach spaces and discuss the relationship with...
AbstractWe find sufficient conditions for the equivalence of two measures on function space induced ...
AbstractIn proving limit theorems for some stochastic processes, the following classes of distributi...
According to the fundamental work of Yu.V. Prokhorov, the general theory of stochastic processes can...
AbstractSubclasses L0 ⊃ L1 ⊃ … ⊃ L∞ of the class L0 of self-decomposable probability measures on a B...
AbstractLet X1,X2,… be i.i.d. random variables with a continuous distribution function. Let R0=0, Rk...
AbstractLet {ξj(t), t ∈ [0, T]} j = 1, 2 be infinitely divisible processes with distinct Poisson com...
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