Phase transition in the Connes-Marcolli GL2-system

Mathematics – Operator Algebras

Scientific paper

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23 pages; minor corrections, final version

Scientific paper

We develop a general framework for analyzing KMS-states on C*-algebras
arising from actions of Hecke pairs. We then specialize to the system recently
introduced by Connes and Marcolli and classify its KMS-states for inverse
temperatures \beta\ne 0,1. In particular, we show that for each \beta\in(1,2]
there exists a unique KMS_\beta-state.

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