On Bost-Connes type systems and Complex Multiplication

Mathematics – Operator Algebras

Scientific paper

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accepted for publication in the Journal of NCG

Scientific paper

By using the theory of Complex Multiplication for general Siegel modular
varieties we construct arithmetic subalgebras for BC-type systems attached to
number fields containing a CM field. Our approach extends the construction of
Connes, Marcolli and Ramachandran given in the case of imaginary quadratic
fields.

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