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Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Welcome to the official site of the seminar on Dynamical Systems supervised by Yu.S.Ilyashenko. The seminar on Dynamical Systems supervised now by A.Gorodetski and Yu. Ilyashenko continues the activities started 30 years ago in the seminar on Differential Equations organized by N. Nekhoroshev and Yu. Ilyashenko. Some key problems are: How chaos occurs in deterministic systems? Is our Solar System stable? One of ...

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Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Welcome to the official site of the seminar on Dynamical Systems supervised by Yu.S.Ilyashenko. The seminar on Dynamical Systems supervised now by A.Gorodetski and Yu. Ilyashenko continues the activities started 30 years ago in the seminar on Differential Equations organized by N. Nekhoroshev and Yu. Ilyashenko. Some key problems are: How chaos occurs in deterministic systems? Is our Solar System stable? One of ...
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2 материал из dswiki
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5 english version
6 dynamical systems
7 current activities
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10 i ya translation
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DSWiki | dyn-sys.org Reviews

https://dyn-sys.org

Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Welcome to the official site of the seminar on Dynamical Systems supervised by Yu.S.Ilyashenko. The seminar on Dynamical Systems supervised now by A.Gorodetski and Yu. Ilyashenko continues the activities started 30 years ago in the seminar on Differential Equations organized by N. Nekhoroshev and Yu. Ilyashenko. Some key problems are: How chaos occurs in deterministic systems? Is our Solar System stable? One of ...

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aflc.dyn-sys.org aflc.dyn-sys.org

Attractors, Foliations and Limit Cycles

Attractors, Foliations and Limit Cycles. From Attractors, Foliations and Limit Cycles. The conference Attractors, Foliations and Limit Cycles. Will take place in Moscow, at the Independent University of Moscow, from 13 to 17 January 2014, celebrating Yulij Ilyashenko's 70th birthday. The main topics of the conference are:. Limit cycles and Hilbert's 16-th problem;. E-mail: aflc (at) mccme.ru. Conference Emergency Phone Number: 79661863994. Of the conference (by Ilya Schurov and Olga Romaskevich).

year.dyn-sys.org year.dyn-sys.org

Special year in dynamical systems

Special year in dynamical systems, Laboratoire CNRS J.-V. Poncelet. SPECIAL YEAR OF DYNAMICAL SYSTEMS. Poncelet Laboratory, Independent University of Moscow. October 1, 2011 September 30, 2012. FOUNDING ORGANIZATIONS: CNRS Poncelet Laboratory, Independent University of Moscow, Steklov Mathematical Institute. Many branches of dynamical systems (such as Hilbert's 16-th problem. Ergodic theory etc.) are situated on the crossing of different domains in mathematics such as:.

INTERNAL PAGES

dyn-sys.org dyn-sys.org
1

Bifurcations 2015 — DSWiki

http://www.dyn-sys.org/wiki/Bifurcations_2015

Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Спецкурс Ю.С. Ильяшенко Теория бифуркаций, весна 2014-15 учебного года. Черновик обзора глобальных бифуркаций на плоскости (выложен 19.04.15). Источник http:/ www.dyn-sys.org/w/index.php? Научно-учебная группа в ВШЭ. ODE in Math in Moscow. Последнее изменение этой страницы: 15:08, 19 апреля 2015. К этой странице обращались 835 раз.

2

Российская газета о НМУ — DSWiki

http://www.dyn-sys.org/wiki/Российская_газета_о_НМУ

Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Российская газета о НМУ. Материал взят с сайта Российской газеты. Страна, отказывающаяся от философии догнать и осваивающая социальную психологию лидерства, про нас ли это вдохновляющее резюме выступления президента на Госсовете или нет? Инновационное общество общество лучшего, общество достижений и образцов, созданных на основе самых передовых знаний. Достижение, которого нет. Признается ректор Юлий Ильяшенко.

3

I-Ya translation — DSWiki

http://www.dyn-sys.org/wiki/I-Ya_translation

Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Эта страница посвящена переводу книги Ю.С.Ильяшенко и Сергея Яковенко "Lectures on analytic differential equations". Для хранения текста книги и осуществления перевода используется система контроля версий. Репозитарий находится по адресу http:/ www.loegria.net/svn/dynsys/IYbook. Для получения доступа к репозитарию можно обратиться к Юре Кудряшову. First-aid, 5.3, 5.4. Научно-учебная группа в ВШЭ.

4

Papers — DSWiki

http://www.dyn-sys.org/wiki/Papers

Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Foliations in complex plane. Attractors and time averages. Other examples of pathological attractors. Alexey Glutsyuk and Mikhail Lyubich. Unique ergodicity of horospheric foliations revisited. B Deroin, V. Kleptsyn, Random conformal dynamical systems. Geometry and Functional Analysis. 2007), no. 4, pp. 1043-1105. Foliations in complex plane. Proceedings of the Steklov Institute of Mathematics. Other examples of...

5

Supporting organizations — DSWiki

http://www.dyn-sys.org/wiki/Supporting_organizations

Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. The seminar participates in various projects supported by international foundations and institutions. At the moment, we are supported by RFBR. Project 16-01-00748 and Laboratory Poncelet. We are also grateful to Moscow State University. Independent University of Moscow. Источник http:/ www.dyn-sys.org/w/index.php? Научно-учебная группа в ВШЭ. ODE in Math in Moscow. К этой странице обращались 3762 раза.

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Dynamical Systems seminar is supported by RFBR project 16-01-00748-a and Laboratory Poncelet. Welcome to the official site of the seminar on Dynamical Systems supervised by Yu.S.Ilyashenko. The seminar on Dynamical Systems supervised now by A.Gorodetski and Yu. Ilyashenko continues the activities started 30 years ago in the seminar on Differential Equations organized by N. Nekhoroshev and Yu. Ilyashenko. Some key problems are: How chaos occurs in deterministic systems? Is our Solar System stable? One of ...

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