Alexandr Vedenin
- Research Assistant:HSE Campus in Nizhny Novgorod / Faculty of Informatics, Mathematics, and Computer Science (HSE Nizhny Novgorod) / International Laboratory of Dynamical Systems and Applications
- Alexandr Vedenin has been at HSE University since 2015.
Young Faculty Support Program (Group of Young Academic Professionals)
Category "New Researchers" (2020)
Conferences
- 2019First International conference "Mathematical Spring — 2019", (Нижний Новгород). Presentation: Fast converging Chernoff approximations to solution of a parabolic differential equation on a real line
- XIV Международная научная конференция "Дифференциальные уравнения и их приложения в математическом моделировании" (Саранск). Presentation: Fast converging Chernoff approximations to solution of one-dimensional heat equation
- XIV Международная научная конференция "Дифференциальные уравнения и их приложения в математическом моделировании" (Саранск). Presentation: Fast converging Chernoff approximations to solution of one-dimensional heat equation
- XIV Международная научная конференция "Дифференциальные уравнения и их приложения в математическом моделировании" (Саранск). Presentation: Fast converging Chernoff approximations to solution of one-dimensional heat equation
- Topological methods in dynamics and related topics. Shilnikov workshop. (Нижний Новгород). Presentation: Fast convergent Chernoff approximations to the solution of heat equation with variable coefficient of thermal conductivity
Publications3
- Preprint Vedenin A., Remizov I. Rapidly Converging Chernoff Approximations to Solution of Parabolic Differential Equation on the Real Line / Cornell University. Series math "arxiv.org". 2020.
- Preprint Vedenin A., Galkin V., Karatetskaia E., Remizov I., Voevodkin V. S. Speed of convergence of Chernoff approximations to solutions of evolution equations / Cornell University. Series arxive "math". 2020.
- Article Веденин А. В., Воеводкин В. С., Галкин В. Д., Каратецкая Е. Ю., Ремизов И. Д. Скорость сходимости черновских аппроксимаций решений эволюционных уравнений // Математические заметки. 2020. Т. 108. № 3. С. 463-468. doi
