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Host Informations
- IP address: 85.143.0.20
- Location: Nizhniy Novgorod Russia
- Latitude: 56.334
- Longitude: 44.0041
- Timezone: Europe/Moscow
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Websites Listing
We found Websites Listing below when search with shilnikov.unn.ru on Search Engine
Егор Шильников - my.mail.ru
Егор Шильников Иркутск, Иркутская обл., Россия, 20 лет. Страница пользователя [email protected] социальной сети Мой Мир.
My.mail.ruМikhail Shilnikov - 65 лет на Мой Мир@Mail.ru
Мikhail Shilnikov 65 лет. Страница пользователя [email protected] социальной сети Мой Мир.
My.mail.ruSergey Shilnikov - Свердловская обл., 48 лет на Мой Мир ...
Sergey Shilnikov Свердловская обл., 48 лет. Страница пользователя [email protected] социальной сети Мой Мир. ... Sergey Shilnikov был 22 ноября в 18:56 48 лет . Написать сообщение Подружиться Сделать подарок. Анкета Друзья 1 Фото Видео Музыка ...
My.mail.ru(PDF) Scientific heritage of L.P. Shilnikov | Andrey ...
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Academia.edu(PDF) Scientific Heritage of L.P. Shilnikov
2014-07-01 · This is the first part of a review of the scientific works of L.P. Shilnikov. We group his papers according to 7 major research topics: bifurcations of homoclinic loops; the loop of a …
Researchgate.netAndrey Shilnikov - Professor - Georgia State University ...
About. My original area of expertise is the theory of applied dynamical systems and global bifurcations. I study dynamics and their origin in diversely phenomenological systems and in …
Linkedin.com(PDF) Measuring Chaos in the Lorenz and Rössler models. ML ...
Jack Scully, Shura Neiman and Andrey Shilnikov. Neuroscience Institute. Department of Mathematics & Statistics. GSU, Atlanta, USA. Measuring Chaos in. the Lorenz and Rö ssler models. ML -based ...
Researchgate.netLeonid Shilnikov and mathematical theory of dynamical ...
2022-01-18 · In 1965, he discovered and described what is known now as spiral or Shilnikov chaos. Since then, he had made the study of global bifurcations and transition to chaos the central topic of his work. L. P. Shilnikov, and the dedicated scientific group he had created, investigated a multitude of homoclinic phenomena, gave the first comprehensive theoretical …
Aip.scitation.orgPassage of fractal signals via circuit with a ...
The application of NC capacitors in different radio devices is certain to give rise to a new branch of radio engineering [5-10].On the other hand, it is known that since the 80th years of the 20th century Kotel'nikov Institute of Radio Engineering and Electronics of Russian Academy of Sciences has been working intensively on the creation of breakthrough information …
Ietresearch.onlinelibrary.wiley.comLev Lerman | Lobachevsky State ... - unn-ru.academia.edu
New Criterion of Nonintegrability for an N-Degrees-of-Freedom Hamiltonian Systemmore. by Lev Lerman and Oksana Koltsova. Publication Date: 1999. Publication Name: Hamiltonian Systems with Three or More Degrees of Freedom. Research Interests: Port Hamiltonian system and Degree of Freedom.
Unn-ru.academia.edu(PDF) Spiral attractors as the root of a new type of ...
One of the most interesting classes of a e-mail: [email protected] 960 The European Physical Journal Special Topics systems demonstrating such type of orbit behavior are systems with spiral attrac- tors containing a homoclinic orbit (loop) to a saddle-focus equilibrium of type (1,2), i.e. with one-dimensional stable and two-dimensional unstable invariant manifolds. …
Academia.edu(PDF) Leonid Shilnikov and mathematical theory of ...
2022-01-18 · theory has grown out of the early Shilnikov’s works. Shilnikov’s work on the general case of the homoclinic to a. saddle-node is less known to the applied research community, but. it also led ...
Researchgate.net(PDF) Development of the theory of ... - ResearchGate
The paper presents the principal lines of the development in the theory of dynamical systems including bifurcation theory and chaos in the Gorky/Nizhny Novgorod mathematical community since …
Researchgate.net(PDF) About the Possibility of Chaotic Oscillations of ...
About the Possibility of Chaotic Oscillations of Charge on Ferroelectric Capacitor with Negative Differential Capacity in Oscillatory Circuit with Fractal Input Voltage
Researchgate.netTopological horseshoes for Arneodo–Coullet–Tresser maps
In a family of differential equations on R 3 with homoclinic p oints of Shilnikov t yp e (see [12]). Their numerical computations showed some interesting phenomena in …
Researchgate.net
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