Algebraic K-theory of discrete subgroups of Lie groups

AUTOR(ES)

Farrell, F. T.

RESUMO

Let G be a Lie group (with finitely many connected components) and Γ be a discrete, cocompact, torsion-free subgroup of G. We rationally calculate the algebraic K-theory of the integral group ring ZΓ in terms of the homology of Γ with trivial rational coefficients.

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