AbstractLet f be an infinitely divisible characteristic function without normal factor. We establish some sufficient conditions for f to belong to the class of characteristic functions without indecomposable factor. These conditions concern the support of the measure appearing in the Lévy-Khintchine representation of f
Characteristic Functions (cf) have been used to establish the convergence of several independent and...
Motivated by the fact that exponential and Laplace distributions have rational characteristic functi...
Includes bibliographical references.This paper is concerned with a particularly useful function of p...
AbstractLet f be an infinitely divisible characteristic function without normal factor. We establish...
We study an extension property for characteristic functions f : Rn → C of probability measures. More...
AbstractWe shall consider the decomposition problem of multivariate infinitely divisible characteris...
AbstractSubclasses L0 ⊃ L1 ⊃ … ⊃ L∞ of the class L0 of self-decomposable probability measures on a B...
AbstractLet p be an infinitely divisible n-variate probability having μ for Poisson measure. We give...
AbstractWe derive necessary and sufficient conditions for a continuous bounded function f:R→C to be ...
Random integral mappings give isomorphism between the subsemigroups of the classical (I D, *) and t...
We consider the class I_o of elements without indecomposable factor in fdifferent abstract structure...
We consider the class I_o of elements without indecomposable factor in fdifferent abstract structure...
AbstractMotivated by the fact that exponential and Laplace distributions have rational characteristi...
Characteristic functions (CFs) are often used in problems involving convergence in distribution, ind...
AbstractSubclasses L0 ⊃ L1 ⊃ … ⊃ L∞ of the class L0 of self-decomposable probability measures on a B...
Characteristic Functions (cf) have been used to establish the convergence of several independent and...
Motivated by the fact that exponential and Laplace distributions have rational characteristic functi...
Includes bibliographical references.This paper is concerned with a particularly useful function of p...
AbstractLet f be an infinitely divisible characteristic function without normal factor. We establish...
We study an extension property for characteristic functions f : Rn → C of probability measures. More...
AbstractWe shall consider the decomposition problem of multivariate infinitely divisible characteris...
AbstractSubclasses L0 ⊃ L1 ⊃ … ⊃ L∞ of the class L0 of self-decomposable probability measures on a B...
AbstractLet p be an infinitely divisible n-variate probability having μ for Poisson measure. We give...
AbstractWe derive necessary and sufficient conditions for a continuous bounded function f:R→C to be ...
Random integral mappings give isomorphism between the subsemigroups of the classical (I D, *) and t...
We consider the class I_o of elements without indecomposable factor in fdifferent abstract structure...
We consider the class I_o of elements without indecomposable factor in fdifferent abstract structure...
AbstractMotivated by the fact that exponential and Laplace distributions have rational characteristi...
Characteristic functions (CFs) are often used in problems involving convergence in distribution, ind...
AbstractSubclasses L0 ⊃ L1 ⊃ … ⊃ L∞ of the class L0 of self-decomposable probability measures on a B...
Characteristic Functions (cf) have been used to establish the convergence of several independent and...
Motivated by the fact that exponential and Laplace distributions have rational characteristic functi...
Includes bibliographical references.This paper is concerned with a particularly useful function of p...
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