Folgen
Ievgen Turchyn
Ievgen Turchyn
Associate professor, Oles Honchar Dnipro National University (Доцент, кафедра диференціальних
Bestätigte E-Mail-Adresse bei dnu.dp.ua
Titel
Zitiert von
Zitiert von
Jahr
On an expansion of random processes in series
YV Kozachenko, IV Rozora, YV Turchyn
Random Operators and Stochastic Equations rose 15 (1), 15-33, 2007
292007
Properties of some random series
YV Kozachenko, IV Rozora, YV Turchyn
Communications in Statistics-Theory and Methods 40 (19-20), 3672-3683, 2011
172011
Марковские цепи: Основные понятия, примеры, задачи
ВН Турчин
ВН Турчин, ЕВ Турчин, 2016
72016
On Karhunen–Loeve-like expansion for a class of random processes
Y Kozachenko, Y Turchyn
Int. J. Stat. Manag. Syst 3, 43-55, 2008
72008
Simulation of sub-Gaussian processes using wavelets
YV Turchyn
Monte Carlo Methods and Applications 17 (3), 215-231, 2011
52011
Weighted Geometric Mean and its Properties
I Turchyn
Applications and Applied Mathematics: An International Journal (AAM) 16 (1), 3, 2021
12021
A multiplicative wavelet-based model for simulation of a random process
I Turchyn
Modern Stochastics: Theory and Applications, 309-325, 2015
12015
Haar wavelet and simulation of stochastic processes
I Turchyn
Contemp. Math. Stat 3, 1-7, 2015
12015
Simulation of a strictly sub-Gaussian random field
I Turchyn
Statistics & Probability Letters 92, 183-189, 2014
12014
Conditions for the uniform convergence of expansions of 𝜑-sub-Gaussian stochastic processes in function systems generated by wavelets
Y Kozachenko, EV Turchin
Theory of Probability and Mathematical Statistics 78, 83-95, 2009
12009
Skew Counterparts of the Generalized Double Lomax Distribution: Properties and Applications
I Turchyn
Preprints, 2022
2022
Wavelet-based simulation of random processes from certain classes with given accuracy and reliability
I Turchyn
Monte Carlo Methods and Applications 25 (3), 217-225, 2019
2019
Uniform Convergence of Wavelet-based Expansions of Random Processes
I Turchyn
Journal of Applied Mathematics 4 (1), 1-9, 2017
2017
A New Wavelet-based Expansion of a Random Process
I Turchyn
Journal of Applied Mathematics 3 (3), 137-148, 2016
2016
Посилений закон великих чисел для локально субгауссівських випадкових величин
ЄВ Турчин
Науковий вісник Ужгородського університету. Серія: Математика і інформатика …, 2011
2011
On accuracy of simulation of gaussian stationary processes in L2 ([0, T])
Y Turchyn
Інститут математики НАН України, 2006
2006
Wavelet-based methods for simulation of stochastic processes
Y Turchyn
Das System kann den Vorgang jetzt nicht ausführen. Versuchen Sie es später erneut.
Artikel 1–17