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#picard_modular_surface

Picard modular surface

In mathematics, a Picard modular surface, studied by Picard, is a complex surface constructed as a quotient of the unit ball in C2 by a Picard modular group. Picard modular surfaces are some of the simplest examples of Shimura varieties and are sometimes used as a test case for the general theory of Shimura varieties.

Tue 27th

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Picard modular surface Émile Picard Picard modular group Hilbert modular variety Picard theorem List of complex and algebraic surfaces Picard–Fuchs equation Fundamental lemma (Langlands program) Shimura variety Irregularity of a surface
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