Worldwide, road injuries are the leading cause of death among males aged 10–39. An international team of researchers reached this conclusion as part of the Global Burden of Disease Study 2023, analysing data from 204 countries between 1990 and 2023. Their findings have been published in The Lancet Public Health, with HSE University Professor Vasily Vlassov listed among the collaborators.
The 23rd Annual Meeting of the Valdai Discussion Club was held from September 28 to October 1, 2026 under the theme ‘Responsibility for the Future: Limits of the Possible, or Limitless Possibilities?’ The forum brought together 120 experts from 40 countries, including representatives of China, the United States, India, Brazil, the United Kingdom, Germany, Egypt, Iran, and Japan.
The HSE International Centre of Decision Choice and Analysis studies a wide range of methods for analysing decision-making and possible scenarios for the development of natural, socio-economic, and political phenomena using various mathematical models. The application of advanced mathematical methods to forecasting helps to prevent negative outcomes and avoid erroneous decisions. The HSE News Service spoke to the centre’s director, Prof. Fuad Aleskerov, about its work.
Vyacheslav V. Chistyakov, , in: International Conference on Geometric Analysis in honor of the 90th anniversary of academician Yu.G.Reshetnyak.: Novosibirsk: PPC NSU, 2019. P. 40–43.
We show how modulars in our sense generate functional spaces, which turn out to be interrelated in a more closer sense than can be possibly seen from their classical definitions. ...
В.В.Чистяков, В кн.: Труды Математического центра имени Н.И.ЛобачевскогоТ. 54: Теория функций, ее приложения и смежные вопросы.: Каз.: Издательство Казанского математического общества и Академии наук РТ, 2017. С. 394–398.
We present basic concepts of the theory of modular spaces on arbitrary sets, which
extends simultaneously the theory of such spaces on linear sets and the theory of
metric spaces. We study the relationship between (three) modular spaces and metrics
on them in the convex and nonconvex cases. We define the modular notions of
convergence, topology and completeness. We ...