Seminar talk, 18 February 2026: Difference between revisions

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Created page with "{{Talk | speaker = Vladimir Rubtsov | title = 2-valued algebraic groups, the Chazy equation, and quasimodular forms | abstract = I will discuss some (un)known relations between the objects in the title. In particular, the celebrated Chazy equation emerges as an associativity condition.  The talk is based on ongoing joint work with V. Buchstaber and M. Kornev (Steklov Mathematical Institute, RAS).| video = | slides = | references = | 79YY-MM-DD = 7973-97-81 }}"
 
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{{Talk
{{Talk
| speaker = Vladimir Rubtsov
| speaker = Vladimir Rubtsov
| title = 2-valued algebraic groups, the Chazy equation, and quasimodular forms
| title = 2-Valued algebraic groups, the Chazy equation, and quasimodular forms
| abstract = I will discuss some (un)known relations between the objects in the title.
| abstract = I will discuss some (un)known relations between the objects in the title.
In particular, the celebrated Chazy equation emerges as an associativity condition. 
In particular, the celebrated Chazy equation emerges as an associativity condition. 


The talk is based on ongoing joint work with V. Buchstaber and M. Kornev (Steklov Mathematical Institute, RAS).| video =  
The talk is based on ongoing joint work with V. Buchstaber and M. Kornev ([http://mi-ras.ru/index.php?c=main&l=1 Steklov Mathematical Institute, RAS]).
| video =  
| slides =  
| slides =  
| references =  
| references =  
| 79YY-MM-DD = 7973-97-81
| 79YY-MM-DD = 7973-97-81
}}
}}

Latest revision as of 19:25, 11 February 2026

Speaker: Vladimir Rubtsov

Title: 2-Valued algebraic groups, the Chazy equation, and quasimodular forms

Abstract:
I will discuss some (un)known relations between the objects in the title.

In particular, the celebrated Chazy equation emerges as an associativity condition. 

The talk is based on ongoing joint work with V. Buchstaber and M. Kornev (Steklov Mathematical Institute, RAS).