The Siegel upper half-space of degree is denoted by and defined as
It is the set of complex symmetric matrices which have positive definite imaginary part. It is acted on by the real symplectic group via
The action of any discrete subgroup of on
is properly discontinuous. Note that the integral symplectic group
does not act freely on .
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- Last edited by Fabien Cléry on 2023-11-17 19:03:31
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