The conference "ALGEBRA, GEOMETRY AND ALGEBRAIC GEOMETRY"
(December 17-18, 2023, Sobolev Institute of Mathematics, room 305)
![Photo](img/Ananin.jpg)
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Sobolev Institute of Mathematics and Mathematical Center in Akademgorodok organize The conference
''Algebra, geometry and algebraic geometry'', dedicated to the memory of Alexander Ananin. The conference will be held in a mixed format.
The first day of the conference (December, 17) was held online.
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Organizers:
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Ì.V. Belolipetsky (IMPA, Brazil)
I.À. Cheltsov (The University of Edinburgh, Scotland)
À.Å. Mironov (Sobolev Institute of Mathematics, Russia)
Speakers:
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V.N. Gerasimov (UFMG, Brazil), Integral criteria of hyperbolicity of graphs and groups.
M.A. Grechkoseeva (Sobolev Institute of Mathematics, Novosibirsk), The element orders of almost simple groups of Lie type.
A.N. Grishkov (University of Sao Paulo, Brazil and Omsk State University a.m.Dostoevskii, Omsk), Algebraic diassociative loops and cubic forms.
M. Jardim (University of Campinas, Brazil), The Bourbaki degree of a plane algebraic curve
M.N. Rasskazova (University of ABC, Brazil and Omsk State Technical University, Omsk), Simple Super binary-Lie Algebras.
N.À. Tyurin (JINR, Dubna and HSE, Moscow), Symplectic reduction and lagrangian sub manifolds in Grassmanian Gr(1, n).
E.I. Zelmanov (Southern University of Science and Technology, Shenzhen, China), How algebras grow.
Conference program:
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December 17, Sunday |
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18:30-18:40 |
Opening of the conference.
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18:40-19:25 |
Victor Gerasimov,
Integral criteria of hyperbolicity of graphs and groups.
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19:30-20:15 |
Marcos Jardim,
The Bourbaki degree of a plane algebraic curve.
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December 18, Monday |
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10:00-10:45 |
Efim Zelmanov,
How algebras grow.
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Coffee break (20 minutes) |
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11:05-11:50 |
Alexandre Grishkov,
Algebraic diassociative loops and cubic forms.
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11:55-12:40 |
Marina Rasskazova,
Simple Super binary-Lie Algebras.
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14:00-14:45 |
Maria Grechkoseeva,
The element orders of almost simple groups of Lie type.
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14:50-15:35 |
Nikolay Tyurin,
Symplectic reduction and lagrangian submanifolds in Grassmanian Gr(1, n).
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Poster
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© Sobolev Institute of Mathematics, 2023 |
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