Add to ORKGThe paper presents a proof, using methods of the theory of distributions of the famous result of A. Plessner characterizing the absolutely continuous measures among the class of Borel measures
This study gives detailed proofs of some limit theorems in probability which are important in theore...
In the first part of this paper the notion of natural metric on the set of natural numbers is define...
AbstractPresented in a continuous extension of a measure used by Sal Golomb to define a probability ...
We consider the question, to what extent an infinitely divisible distribution function on is determi...
It is shown that there are no consistent decision rules for the hypothesis testing problem of distin...
This work we study the proof of Preiss'Theorem,which states that alo cally finite Borel measure on R...
Since the 1930's many authors have studied the distribution of the random series Y = P n where ...
A theory of distributions analogous to Schwartz distribution theory is formulated for separable Bana...
AbstractWe use the theory of distributions to extend the Poincaré–Bendixson theorem and the Bendixso...
In this paper, we prove the structure theorems for the space of compactly supported distributions (E...
We study measures μ on the plane with two independent Alberti representations. It is known, due to A...
AbstractIt is shown that every genuinely d-dimensional distribution of class L on Rd is absolutely c...
This monograph is, as far as the authors have gathered, the first one of its kind which presents var...
summary:We discuss two ways to construct standard probability measures, called push-down measures, f...
This thesis deals with the characterization of the distribution of random variables over a probabili...
This study gives detailed proofs of some limit theorems in probability which are important in theore...
In the first part of this paper the notion of natural metric on the set of natural numbers is define...
AbstractPresented in a continuous extension of a measure used by Sal Golomb to define a probability ...
We consider the question, to what extent an infinitely divisible distribution function on is determi...
It is shown that there are no consistent decision rules for the hypothesis testing problem of distin...
This work we study the proof of Preiss'Theorem,which states that alo cally finite Borel measure on R...
Since the 1930's many authors have studied the distribution of the random series Y = P n where ...
A theory of distributions analogous to Schwartz distribution theory is formulated for separable Bana...
AbstractWe use the theory of distributions to extend the Poincaré–Bendixson theorem and the Bendixso...
In this paper, we prove the structure theorems for the space of compactly supported distributions (E...
We study measures μ on the plane with two independent Alberti representations. It is known, due to A...
AbstractIt is shown that every genuinely d-dimensional distribution of class L on Rd is absolutely c...
This monograph is, as far as the authors have gathered, the first one of its kind which presents var...
summary:We discuss two ways to construct standard probability measures, called push-down measures, f...
This thesis deals with the characterization of the distribution of random variables over a probabili...
This study gives detailed proofs of some limit theorems in probability which are important in theore...
In the first part of this paper the notion of natural metric on the set of natural numbers is define...
AbstractPresented in a continuous extension of a measure used by Sal Golomb to define a probability ...