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Pokrovsky boulevard, 11, room S938, Moscow, Russia, 109028
Phone: +7 (495) 772-95-90*27319
The School of Data Analysis and Artificial Intelligence was created in 2014 as part of the Department of Data Analysis and Artificial Intelligence. The school consists of world-renowned researchers who actively participate in international research projects.
Acquaye F. L., Kertesz-Farkas A., Stafford Noble W.
Journal of Proteome Research. 2023. Vol. 22. No. 2. P. 577-584.
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Makhalova T., Kuznetsov S., Napoli A.
Data Mining and Knowledge Discovery. 2022. P. 108-145.
Dudyrev E., Semenkov Ilia, Kuznetsov S. et al.
Plos One. 2022. Vol. 17. No. 10.
Zhirayr Hayrapetyan, Nascimento S., Trevor F. et al.
In bk.: Information Systems and Technologies: WorldCIST 2022, Volume 2. Iss. 469. Springer, 2022. P. 141-147.
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In bk.: Artificial Intelligence in Education. Posters and Late Breaking Results, Workshops and Tutorials, Industry and Innovation Tracks, Practitioners’ and Doctoral Consortium -23rd International Conference, AIED 2022, Durham, UK, July 27–31, 2022, Proceedings, Part II. Springer, 2022. P. 436-439.
Egurnov D., Точилкин Д. С., Ignatov D. I.
In bk.: Complex Data Analytics with Formal Concept Analysis. Springer, 2022. P. 239-258.
Egurnov D., Ignatov D. I.
Automation and Remote Control. 2022. Vol. 83. No. 6. P. 894-902.
Kudriavtseva P., Kashkinov M., Kertész-Farkas A.
Journal of Proteome Research. 2021. Vol. 20. No. 10. P. 4708-4717.
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Information and Computation. 2022. Vol. 287.
Pr. Pierre Mathieu (Aix-Marseille University) gives a mini-course for The G2PS research group
The first mini-course workshop took place on February 13, 2020; 18:10-21:00 in the context of G2PS meetings.
Speaker: Pierre Mathieu (I2M, Universite d'Aix Marseille)
Title: Random walks on hyperbolic groups
Abstract: In the first part of the talk, we will present some classical results about random walks on hyperbolic groups. In the second part, some more recent developments will be discussed.
Date: February 13, 2020; 18:10-21:00
Venue: Pokrovsky boulevard, 11, R 208
From a logistical point of view, weekly meetings alternate between formal presentations, mini-courses and brainstorming sessions on a specific problem. It is a specific wish to keep this group as informal as possible.
The starting point of this group has been the notion of curvature. This topological notion has been naturally studied in Geometry and renewed interest has been drawn to it via optimal transport (involving probability and statistics). Furthermore, a discrete notion of Ricci curvature has been adapted to graphs by Yann Ollivier. Thus, this curvature is right in the intersection of all areas of interest of G2PS. This group strives to understand this better both theoretically and in more applied settings. The notion of hyperbolicity in graphs is also definitely in the scope. A wider list of interests can be found on the website [1].
[1] www.g2ps.org