M. Myronyuk

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20112025

most citedCharacterization of distributions of

Q

-independent random variables on locally compact Abelian groups

2 citations · 2 across the 8 of their papers we have counts for

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The Klebanov theorem for the group $R \times Z (2)$

Margaryta Myronyuk

L. Klebanov proved the following theorem. Let $ξ_{1}, \dots, ξ_{n}$ be independent random variables. Consider linear forms $L_{1} = a_{1} ξ_{1} + \dots + a_{n} ξ_{n},$ $L_{2} = b_{1} ξ_{1} + \dots + b_{n} ξ_{n},$ $L_3=…

The Klebanov theorem for the group R×Z(2)

The Klebanov theorem for the group $R \times Z (2)$