Abstract
We derive the trace formula for Hecke operators acting in the completely G-decomposable subspace of L 2( G Γ ) , where G is a real reductive Lie group and Γ is a lattice of rank one in G. If Γ is arithmetic this means that G has Q -rank one. The trace is given in terms of (weighted) orbital integrals and the usual intertwining and residual terms.
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