Evgeniya Samylina
- Senior Lecturer, Doctoral Student:HSE Campus in Nizhny Novgorod / Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod) / Department of Fundamental Mathematics
- Junior Research Fellow:HSE Campus in Nizhny Novgorod / Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod) / International Laboratory of Dynamical Systems and Applications
- Evgeniya Samylina has been at HSE University since 2018.
Education
Bachelor's in Applied Mathematics and Information Science
Lobachevsky State University of Nizhny Novgorod
Young Faculty Support Program (Group of Young Academic Professionals)
Category "New Researchers" (2020)
Postgraduate Studies
4th year of study
Approved topic of thesis: Chaotic dynamics of reversible and dissipative systems
Academic Supervisor: Kazakov, Alexey
Courses (2023/2024)
- Probability Theory (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 3 year, 1-4 module)Rus
- Past Courses
Courses (2022/2023)
Courses (2021/2022)
- Differential equations (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 2 year, 3, 4 module)Eng
- Foundations of Advanced Mathematics (Bachelor’s programme; Faculty of Humanities (Nizhny Novgorod); 1 year, 3, 4 module)Rus
- Probability Theory (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 3 year, 1-4 module)Rus
Courses (2020/2021)
Courses (2019/2020)
- Computational Mathematics (Optional course (faculty); Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 2, 3 module)Rus
- Discrete Mathematics (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 1 year, 1, 2 module)Rus
Publications8
- Article Gonchenko M. S., Kazakov A., Samylina E., Shykhmamedov A. On 1:3 Resonance Under Reversible Perturbations of Conservative Cubic Hénon Maps // Regular and Chaotic Dynamics. 2022. Vol. 27. No. 2. P. 198-216. doi
- Article Yu. V. Bakhanova, S. V. Gonchenko, Gonchenko A. S., A. O. Kazakov, Samylina E. On Shilnikov attractors of three-dimensional flows and maps // Journal of difference equations and applications. 2022. Vol. 1. P. 1-18. doi
- Article Гонченко А. С., Коротков А. Г., Самылина Е. А. Об обратимой трехмерной системе, содержащей аттрактор и репеллер Лоренца // Дифференциальные уравнения и процессы управления. 2022. № 2. С. 187-204.
- Article Gonchenko S., Gonchenko A., Kazakov A., Samylina E. On discrete Lorenz-like attractors // Chaos. 2021. Vol. 31. No. 2. Article 023117. doi
- Article Gonchenko A. S., Gonchenko M. S., Kozlov A. D., Samylina E. On scenarios of the onset of homoclinic attractors in three-dimensional non-orientable maps // Chaos. 2021. Vol. 31. No. 4. Article 043122. doi
- Article Гонченко А. С., Самылина Е. А. Об области существования дискретного аттрактора Лоренца в неголономной модели кельтского камня // Известия высших учебных заведений. Радиофизика. 2019. Т. 62. № 5. С. 412-428. doi
- Article Казаков А. О., Гонченко А. С., Гонченко С. В., Самылина Е. А. Хаотическая динамика и мультистабильность в неголономной модели кельтского камня // Известия высших учебных заведений. Радиофизика. 2018. Т. 61. № 10. С. 867-882. doi
- Article Самылина Е. А., Шыхмамедов А. И., Казаков А. О. О структуре резонансов 1:3 и 1:4 при обратимых возмущениях консервативных кубических отображений Эно // Динамические системы. 2017. Т. 7(35). № 3. С. 229-244.
Conferences
- 2020
Математическое моделирование и суперкомпьютерные технологии (Нижний Новгород). Presentation: О неориентируемых дискретных гомоклинических аттракторах и сценариях их возникновения
- 2019Topological methods in dynamics and related topics (Нижний Новгород). Presentation: Examples of Discrete Lorenz Attractors in Three-dimensional Maps
- 7th Bremen Summer School/Symposium on "Dynamical Systems- pure and applied" (Бремен). Presentation: On the region of existence of discrete Lorenz attractor in a nonholonomic Celtic stone model
- 2018Dynamics, Bifurcations and Chaos (Нижний Новгород). Presentation: Chaotic dynamics and multistability in the nonholonomic model of Celtic stone
- Shilnikov WorkShop 2018 (Нижний Новгород). Presentation: On the domain of existence of Lorenz-like attractors in a nonholonomic model of Celtic stone
- 2017Shilnikov Workshop-2017 (Нижний Новгород). Presentation: Nonconservative reversible perturbations of reversible maps with unit Jacobian
- Shilnikov Workshop-2017 (Нижний Новгород). Presentation: Nonconservative reversible perturbations of reversible maps with unit Jacobian
CTAM 2022 in Vladivostok
About participation in conferences
Participation in CROMSH 2021
On participation in conferences
Participation in the conference "Dynamics in Siberia"
At 1-6 of March Novosibirsk hosted an international conference "Dynamics in Siberia", which was attended by the laboratory of dynamical systems and applications staff and students of the Faculty of Informatics, Mathematics and Computer Science.
7th Bremen Summer School Symposium 'Dynamical Systems - Pure and Applied'
The staff of the Laboratory of Topological Methods in the Dynamics Alexey Kazakov and Evgeniya Samylina, as well as students of the Department of Fundamental Mathematics took part in the 7th Bremen Summer School Symposium «Dynamical systems - pure and applied» (Bremen, Germany) in August 5-9.
Awards of Researchers of the Laboratory of TMD
Researches of the laboratory of Topological Methods in Dynamics won a grant
International Conference-School Dynamics, Bifurcations and Chaos 2018 (DBC V)
From July 16 till 20 an international school-conference took place in Nyzhny Novgorod.
Victory of young laboratory workers.
Congratulations to 2 scientific staff of the Laboratory "Topological Methods in Dynamics", which won the RFFI grants in the competition of scientific projects performed by young scientists (My first grant)Both grants are designed for 2 years, the size of one grant is 500,000 rubles per year.