Search Results - "Alexeev, I. A."

Stable Random Variables with Complex Index α. the Case |α − 1/2| < 1/2 by Alexeev, I. A.

“…Complex-valued random variables that satisfy usual stability condition for a complex parameter α such that | α − 1/2| < 1/2, are constructed. The…”
Get full text

On Stable Random Variables with a Complex Stability Index by Alexeev, I. A.

“…In this paper, we construct complex-valued random variables that satisfy the usual stability condition, but for a complex stability index α satisfying the…”
Get full text

Quasi-Infinite Divisibility and Three-Point Probability Laws by Khartov, A. A., Alexeev, I. A.

“…Discrete three-point probability laws are considered. Necessary and sufficient conditions for belonging to a new class of quasi-infinitely divisible laws are…”
Get full text

On Convergence and Compactness in Variation with a Shift of Discrete Probability Laws by Alexeev, I. A., Khartov, A. A.

“…We consider a class of discrete distribution functions whose characteristic functions are separated from zero, i.e., their absolute values are larger than a…”
Get full text

Effective Error Floor Estimation Based on Importance Sampling with the Uniform Distribution by Uglovskii, A. Yu, Melnikov, I. A., Alexeev, I. A., Kureev, A. A.

“…A key problem of low-density parity-check (LDPC) codes analysis is estimation of an extremely low error floor that occurs at a high level of the…”
Get full text

Distribution of Simulating Reinforced Dispersed Particles Across Metal Rods by Anikeev, A. N., Chumanov, I. V., Alexeev, A. I., Sedukhin, V. V.

“…The paper outlines the process of developing a computer model to predict particle distribution during centrifugal casting using the ANSYS FLUENT 16.0 software…”
Get full text

A criterion and a Cram\'er-Wold device for quasi-infinite divisibility for discrete multivariate probability laws by Alexeev, I. A, Khartov, A. A

“…Multivariate discrete probability laws are considered. We show that such laws are quasi-infinitely divisible if and only if their characteristic functions are…”
Get full text

Spectral representations of characteristic functions of discrete probability laws by Alexeev, I. A, Khartov, A. A

“…We consider discrete probability laws on the real line, whose characteristic functions are separated from zero. In particular, this class includes arbitrary…”
Get full text

A Few Notes About the "Strigol'Niki" Heresy by Alexeev, Alexey I.

“…En mettant l'Église en accusation, les strigol'niki ne faisaient qu'exprimer les états d'âme du peuple chrétien, qui craignait que les sacrements administrés…”
Get full text