1 citations · 1 across the 2 of their papers we have counts for
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On the q-moment determinacy of probability distributions
Sofiya Ostrovska, Mehmet Turan
Given every absolutely continuous distribution can be described in two different ways: in terms of a probability density function and also in terms of a -density. Corre…
Uncorrelatedness sets of discrete uniform distributions via Vandermonde-type determinants
Mehmet Turan, Sofiya Ostrovska, Ahmet Yaşar Özban
Given random variables and having finite moments of all orders, their uncorrelatedness set is defined as the set of all pairs for which and $…
Discrete Stieltjes classes for log-Heine type distributions
Sofiya Ostrovska, Mehmet Turan
The Stieltjes classes play a significant role in the moment problem since they permit to expose an infinite family of probability distributions all having equal moments of all orde…
On Lin's condition for products of random variables with joint singular distribution
Alexander Il'inskii, Sofiya Ostrovska
Lin's condition is used to establish the moment determinacy/indeterminacy of absolutely continuous probability distributions. Recently, a number of papers related to Lin's conditio…
q-Stieltjes classes for some families of q-distributions
Sofiya Ostrovska, Mehmet Turan
The Stieltjes classes play a significant role in the moment problem allowing to exhibit explicitly an infinite family of probability densities with the same sequence of moments. In…
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 and satisfy Lin's condi…