The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional Distribution

The method of modeling of stationary stochastic process with given two-dimensional distribution is considered. The using of modeling of quasi-deterministic harmonic oscillation with given parameters underlies. By the instrumentality of modification the connection of characteristic function with give...

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Main Authors: V. A. Danilov, L. V. Danilova
Format: Article
Language:Russian
Published: Saint Petersburg Electrotechnical University "LETI" 2016-08-01
Series:Известия высших учебных заведений России: Радиоэлектроника
Subjects:
Online Access:https://re.eltech.ru/jour/article/view/116
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author V. A. Danilov
L. V. Danilova
author_facet V. A. Danilov
L. V. Danilova
author_sort V. A. Danilov
collection DOAJ
description The method of modeling of stationary stochastic process with given two-dimensional distribution is considered. The using of modeling of quasi-deterministic harmonic oscillation with given parameters underlies. By the instrumentality of modification the connection of characteristic function with given two-dimensional distribution is determined.
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2658-4794
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publisher Saint Petersburg Electrotechnical University "LETI"
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spelling doaj.art-e110e49f12384af0bb2b2856b87fe40d2023-03-13T09:20:21ZrusSaint Petersburg Electrotechnical University "LETI"Известия высших учебных заведений России: Радиоэлектроника1993-89852658-47942016-08-01042528116The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional DistributionV. A. Danilov0L. V. Danilova1Северокавказский филиал Московского технического университета связи и информатики (Ростов-на-Дону)Ростовский государственный университет путей сообщенияThe method of modeling of stationary stochastic process with given two-dimensional distribution is considered. The using of modeling of quasi-deterministic harmonic oscillation with given parameters underlies. By the instrumentality of modification the connection of characteristic function with given two-dimensional distribution is determined.https://re.eltech.ru/jour/article/view/116гармоническое колебаниевероятностное моделированиепорождающее распределениехарактеристическая функция
spellingShingle V. A. Danilov
L. V. Danilova
The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional Distribution
Известия высших учебных заведений России: Радиоэлектроника
гармоническое колебание
вероятностное моделирование
порождающее распределение
характеристическая функция
title The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional Distribution
title_full The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional Distribution
title_fullStr The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional Distribution
title_full_unstemmed The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional Distribution
title_short The Connection of Distribution of Envelope of Quasi-Harmonic Stochastic Process with Basic Two-Dimensional Distribution
title_sort connection of distribution of envelope of quasi harmonic stochastic process with basic two dimensional distribution
topic гармоническое колебание
вероятностное моделирование
порождающее распределение
характеристическая функция
url https://re.eltech.ru/jour/article/view/116
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