Elena Nozdrinova
- Doctoral Student:HSE Campus in Nizhny Novgorod / Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod) / Department of Fundamental Mathematics
- Research Fellow:HSE Campus in Nizhny Novgorod / Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod) / International Laboratory of Dynamical Systems and Applications
- Elena Nozdrinova has been at HSE University since 2017.
Education
- 2014
Master's in Pedagogy
Minin Nizhny Novgorod State Pedagogical University - 2012
Bachelor's in Physics and Mathematics
Minin Nizhny Novgorod State Pedagogical University
Young Faculty Support Program (Group of Young Academic Professionals)
Category "New Researchers" (2019-2020)
Postgraduate Studies
3rd year of study
Approved topic of thesis: Simple connectivity components of gradient-like diffeomorphisms of surfaces
Academic Supervisor: Pochinka, Olga
Courses (2020/2021)
- Introduction to Discrete Mathematics (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 1 year, 1-3 module)Rus
- Logic and Algorithms (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 1 year, 4 module)Rus
Courses (2019/2020)
- Discrete Mathematics (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 1 year, 1-3 module)Rus
- Logic and Algorithms (Bachelor’s programme; Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod); 1 year, 4 module)Rus
20202
- Article Починка О. В., Ноздринова Е. В. О классе устойчивой связанности диффеоморфизма "источник-сток" на двумерной сфере. // Проблемы математического анализа. 2020. № 104
- Article Починка О. В., Ноздринова Е. В. О решении 33-ей проблемы Палиса-Пью для градиентно-подобных диффеоморфизмов двумерной сферы // Успехи математических наук. 2020. Т. 75. № 2. С. 133-134. doi
20192
- Article T. Medvedev, E. Nozhdrinova, O. Pochinka. On Periodic Data of Diffeomorphisms with One Saddle Orbit // Topology Proceedings. USA. 2019. Vol. 54. P. 49-68.
- Article Medvedev T. V., Nozdrinova E., Pochinka O., Shadrina E. V. On a class of isotopic connectivity of gradient-like maps of the 2-sphere with saddles of negative orientation type // Russian Journal of Nonlinear Dynamics. 2019. Vol. 15. No. 2. P. 199-211. doi
20186
- Article Pochinka O., Nozdrinova E. A calculation of periodic data of surface diffeomorphisms with one saddle orbit // Proceedings of the International Geometry Center. 2018. Vol. 11. No. 2. P. 1-15.
- Article Pochinka O., Nozdrinova E. On the existence of a smooth arc without bifurcations joining source-sink diffeomorphisms on the 2-sphere // Journal of Physics: Conference Series. 2018. Vol. 990. No. 1. P. 1-7. doi
- Article Pochinka O., Nozdrinova E., Логинова А. С. One-dimensional reaction-diffusion equations and simple source-sink arcs on a circle // Nelineinaya Dinamika. 2018. Vol. 14. No. 3. P. 325-330. doi
- Article Nozdrinova E. Rotation number as a complete topological invariant of a simple isotopic class of rough transformations of a circle // Russian Journal of Nonlinear Dynamics. 2018. Vol. 14. No. 4. P. 543-551. doi
- Article Починка О. В., Ноздринова Е. В. О динамике бифуркационных диффеоморфизмов простой дуги // Журнал Средневолжского математического общества. 2018. Т. 20. № 1. С. 30-38.
- Article Починка О. В., Ноздринова Е. В., Колобянина А. Е. Современное изложение классификации грубых преобразований окружности // Журнал Средневолжского математического общества. 2018. Т. 20. № 4. С. 408-418. doi
20173
- Article Pochinka O., Nozdrinova E., Dolgonosova A. On the obstructions to the existence of a simple arc joining the multidimensional Morse-Smale diffeomorphisms. // Динамические системы. 2017. Vol. 7(35). No. 2. P. 103-111.
- Chapter Починка О. В., Ноздринова Е. В. О периодических данных полярных 2-диффеоморфизмов с одной седловой орбитой // В кн.: Дифференциальные уравнения и их приложения в математическом моделировании: материалы XIII Международной научной конференции (Саранск, 12–16 июля 2017 г.). Саранск : Средневолжское математическое общество (СВМО), 2017. С. 408-417.
- Article Ноздринова Е. В. Существование связного характеристического пространства у градиентно-подобных диффеоморфизмов поверхностей // Журнал Средневолжского математического общества. 2017. Т. 19. № 2. С. 91-97.
Conferences
- 2018Динамические системы в науке и технологиях (Алушта). Presentation: «The rotation number completely defines a simply connected component of a rough map on the circle»
- Dynamics, Bifurcations, and Chaos (Нижний Новгород). Presentation: On the existence of a smooth arc without bifurcations joining source-sink diffeomorphisms on the 2-sphere
- THE INTERNATIONAL CONFERENCE ON DIFFERENTIAL EQUATIONS AND DYNAMICAL SYSTEMS 2018 (Суздаль). Presentation: On periodic data of diffeomorphisms with one saddle orbit
Conference "Dynamics in Syberia"
Staff of the Fundamental Mathematics Department and Laboratory of Topology Methods in Dynamics took part in the conference «Dynamics in Siberia»
Conference on “Dynamic systems in science and technology”
Staff of the Laboratory of TMD gave several lectures at the conference.
International Conference-School Dynamics, Bifurcations and Chaos 2018 (DBC V)
From July 16 till 20 an international school-conference took place in Nyzhny Novgorod.
Staff of the Laboratory of TMD presented lectures at the conference on differential equations and dynamical systems.
The conference took place in July from 6 till 11, 2018, in Suzdal city of Vladimir region.
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.
