The Darmois-Skitovic Theorem on characterization of normal lew through independence of linear functions of random variables is extended to independence of more general functions satisfying an addition theorem
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
An ergodic theorem for random lsc functions is obtained by relying on a (novel) 'scalarization' of s...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
Chistyakov G, Götze F. Independence of linear forms with random coefficients. PROBABILITY THEORY AND...
According to the Skitovich–Darmois theorem, the independence of two linear forms of n independent ra...
Darmois theorem, a-adic solenoid Let ξ1, ξ2 be independent random variables taking values in an a-ad...
Abstract: It is shown that the tail behavior of the function of nonnegative random variables can be ...
Abstract. Of a11 the characterizations of Ule normal distribution, three landmarks are the theorems ...
Comon showed using the Darmois-Skitovitch theorem that under mild assumptions a real-valued random v...
A generalization of the concept of independence and identical distributiveness of random variables i...
A direct proof is given of Voiculescu’s addition theorem for freely independent real-valued random v...
AbstractAccording to the celebrated Lukacs theorem, independence of quotient and sum of two independ...
This study gives detailed proofs of some limit theorems in probability which are important in theore...
Independent component analysis treats the problem of transforming a random vector in order to render...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
An ergodic theorem for random lsc functions is obtained by relying on a (novel) 'scalarization' of s...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
Chistyakov G, Götze F. Independence of linear forms with random coefficients. PROBABILITY THEORY AND...
According to the Skitovich–Darmois theorem, the independence of two linear forms of n independent ra...
Darmois theorem, a-adic solenoid Let ξ1, ξ2 be independent random variables taking values in an a-ad...
Abstract: It is shown that the tail behavior of the function of nonnegative random variables can be ...
Abstract. Of a11 the characterizations of Ule normal distribution, three landmarks are the theorems ...
Comon showed using the Darmois-Skitovitch theorem that under mild assumptions a real-valued random v...
A generalization of the concept of independence and identical distributiveness of random variables i...
A direct proof is given of Voiculescu’s addition theorem for freely independent real-valued random v...
AbstractAccording to the celebrated Lukacs theorem, independence of quotient and sum of two independ...
This study gives detailed proofs of some limit theorems in probability which are important in theore...
Independent component analysis treats the problem of transforming a random vector in order to render...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
An ergodic theorem for random lsc functions is obtained by relying on a (novel) 'scalarization' of s...
The central limit theorem is, with the strong law of large numbers, one of the two fundamental limit...
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