S. Ostrovska

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20172024

most citedOn Lin's condition for products of random variables

1 citations · 1 across the 4 of their papers we have counts for

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math.FA2017

The distance between two limit $q$ -Bernstein operators

Sofiya Ostrovska, Mehmet Turan

For $q \in (0, 1),$ let $B_{q}$ denote the limit $q$ -Bernstein operator. In this paper, the distance between $B_{q}$ and $B_{r}$ for distinct $q$ and $r$ in the operator norm on $C [0, 1]$ is…

math.PR2017★ 1 cited

On Lin's condition for products of random variables

Alexander Il'inskii, Sofiya Ostrovska

The paper presents an elaboration of some results on Lin's conditions. A new proof of the fact that if densities of independent random variables $ξ_{1}$ and $ξ_{2}$ satisfy Lin's condi…

The distance between two limit q-Bernstein operators

On Lin's condition for products of random variables

The distance between two limit $q$ -Bernstein operators