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Графы на поверхностях и кривые над числовыми полями
24 июня 2020 г. 18:30–20:00, г. Москва, online
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Hypergeometric Belyi Maps
Roberts David University of Minnesota, Department of Mathematics
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Количество просмотров: |
Эта страница: | 48 |
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Аннотация:
A classical hypergeometric function $\{\}_n F_{n-1)(\alpha,\beta,t)$ and an auxiliary prime number determine a Belyi map. We will give an overview of this class of Belyi maps, and why it is important to explicitly compute them. To illustrate this theory, we present a new computation of a degree 120 hypergeometric Belyi map with monodromy group $Sp_8(F_2)$.
Язык доклада: Английский
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