activity
20162021
most citedInterpolation problem for periodically correlated stochastic sequences with missing observations

4 citations · 6 across the 6 of their papers we have counts for

collaborators

8 papers

math.ST2021

On minimax estimation problem for stationary stochastic sequences from observations in special sets of points

Oleksandr Masyutka, Mikhail Moklyachuk

The problem of the mean-square optimal estimation of the linear functionals which depend on the unknown values of a stochastic stationary sequence from observations of the sequence…

math.ST20211 cited

Minimax-robust estimation problems for sequences with periodically stationary increments observed with noise

Maksym Luz, Mikhail Moklyachuk

The problem of optimal estimation of linear functionals constructed from the unobserved values of a stochastic sequence with periodically stationary increments based on observation…

math.ST2021

Robust filtering of sequences with periodically stationary multiplicative seasonal increments

Maksym Luz, Mikhail Moklyachuk

We study stochastic sequences with periodically stationary generalized multiple increments of fractional order which combines cyclostationary, multi-seasonal, integrated and…

math.ST2021

Minimax extrapolation problem for periodically correlated stochastic sequences with missing observations

Iryna Golichenko, Oleksandr Masyutka, Mikhail Moklyachuk

The problem of optimal estimation of the linear functionals which depend on the unknown values of a periodically correlated stochastic sequence from observations of the sequ…

math.ST2020

Minimax-robust forecasting of sequences with periodically stationary long memory multiple seasonal increments

Maksym Luz, Mikhail Moklyachuk

We introduce stochastic sequences with periodically stationary generalized multiple increments of fractional order which combines cyclostationary, multi-seasonal, integrated…

math.PR20201 cited

On Distributions of One Class of Random Sums and their Applications

Ivan Matsak, Mikhail Moklyachuk

We propose results of the investigation of properties of the random sums of random variables. We consider the case, where the number of summands is the first moment of an event occ…