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July 24, 2026
'Physics Is What the World Is Literally Built On'
Physicist Nina Dzhanayeva, recipient of a Vladimir Potanin Foundation scholarship, focuses her research on nanophotonics. In this interview for the HSE Young Scientists project, she discusses nanowells, scientific intuition, and how physics can help in making frangipane cream puffs.
July 20, 2026
Scientists Create Open Dataset for Studying Concentration
A team of Russian researchers, including scientists from HSE University–St Petersburg, has developed the first open multimodal dataset containing recordings of brain activity, heart function, and video observations to help researchers understand what happens in the human brain during deep concentration. In the future, the dataset could accelerate the development of neural interfaces, rehabilitation technologies, and AI systems. The article has been published in Scientific Data.
July 20, 2026
‘Science Is Universal-It Knows No Borders
Fuad Aleskerov, Tenured Professor and Director of the International Centre of Decision Choice and Analysis at HSE University, together with his colleagues, has developed methods of network analysis in bibliometrics that have made it possible to identify patterns in the appearance and citation of publications in academic journals, as well as their influence on each other. When one or a number of studies are frequently cited by a wide range of journals, this is an indicator that the research is of high quality. By contrast, extensive cross-citation within a limited group of journals increases the likelihood of identifying a network of predatory publications.

 

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О взаимосвязи между дополнениями конфигураций координатных и диагональных подпространств

Математический сборник. 2025.
Tril V.
Language: Russian
DOI
Keywords: торическая топология
Publication based on the results of:
Toric Topology, Hyperbolic Geometry and Applications to Data Analysis (2025)
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The lower central series of a right-angled Coxeter group RCK and the corresponding graded Lie algebra L(RCK) associated with the lower central series of a right-angled Coxeter group are studied. Relations are obtained in the graded components of the Lie algebra L(RCK). A basis of the fourth graded component of L(RCK) for groups with at most four generators is described. ...
Added: November 23, 2023
Торическая топология, действия групп, геометрия и комбинаторика
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This volume is the second part of a two-volume edition devoted to topical problems of algebraic topology, group actions, discrete geometry, and combinatorics. The authors of the volume share research interests in these areas and regularly participate in joint thematic scientific seminars and conferences organized with the support of the Department of Geometry and Topology ...
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