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ON REALIZING PRESCRIBED QUALITY OF A CONTROLLED SYSTEM'S PROCESS UNDER UNCERTAINTY. / Maksimov, V.
In: Таврический вестник информатики и математики, No. 2(23), 2013, p. 81-91.

Research output: Contribution to journal › Article › peer-review

Harvard

Maksimov, V 2013, 'ON REALIZING PRESCRIBED QUALITY OF A CONTROLLED SYSTEM'S PROCESS UNDER UNCERTAINTY', Таврический вестник информатики и математики, no. 2(23), pp. 81-91.

APA

Maksimov, V. (2013). ON REALIZING PRESCRIBED QUALITY OF A CONTROLLED SYSTEM'S PROCESS UNDER UNCERTAINTY. Таврический вестник информатики и математики, (2(23)), 81-91.

Vancouver

Maksimov V. ON REALIZING PRESCRIBED QUALITY OF A CONTROLLED SYSTEM'S PROCESS UNDER UNCERTAINTY. Таврический вестник информатики и математики. 2013;(2(23)):81-91.

Author

Maksimov, V. / ON REALIZING PRESCRIBED QUALITY OF A CONTROLLED SYSTEM'S PROCESS UNDER UNCERTAINTY. In: Таврический вестник информатики и математики. 2013 ; No. 2(23). pp. 81-91.

BibTeX

@article{4a4c94db24784af8b5397808dc42d8e9,
title = "ON REALIZING PRESCRIBED QUALITY OF A CONTROLLED SYSTEM'S PROCESS UNDER UNCERTAINTY",
abstract = "In this paper, we discuss a method of auxiliary controlled models and the application of this method to solving some problems of robust control for differential equations. As objects for the approbation of the method, a system of nonlinear differential equations describing some ecological and economic processes is used. A solving algorithm, which is stable with respect to informational noises and computational errors, is presented.",
author = "V Maksimov",
year = "2013",
language = "English",
pages = "81--91",
journal = "Таврический вестник информатики и математики",
issn = "1729-3901",
publisher = "Крымский федеральный университет имени В. И. Вернадского",
number = "2(23)",

}

RIS

TY - JOUR

T1 - ON REALIZING PRESCRIBED QUALITY OF A CONTROLLED SYSTEM'S PROCESS UNDER UNCERTAINTY

AU - Maksimov, V

PY - 2013

Y1 - 2013

N2 - In this paper, we discuss a method of auxiliary controlled models and the application of this method to solving some problems of robust control for differential equations. As objects for the approbation of the method, a system of nonlinear differential equations describing some ecological and economic processes is used. A solving algorithm, which is stable with respect to informational noises and computational errors, is presented.

AB - In this paper, we discuss a method of auxiliary controlled models and the application of this method to solving some problems of robust control for differential equations. As objects for the approbation of the method, a system of nonlinear differential equations describing some ecological and economic processes is used. A solving algorithm, which is stable with respect to informational noises and computational errors, is presented.

UR - https://elibrary.ru/item.asp?id=25512554

M3 - Article

SP - 81

EP - 91

JO - Таврический вестник информатики и математики

JF - Таврический вестник информатики и математики

SN - 1729-3901

IS - 2(23)

ER -

ID: 7208087