Assembly Maps for Group Extensions in $K$-Theory and $L$-Theory with Twisted Coefficients

David Rosenthal; Erik K. Pedersen; Ian Hambleton

arxiv: 0709.0437 · v2 · pith:CSDEUBH5new · submitted 2007-09-04 · 🧮 math.KT · math.AT

Assembly Maps for Group Extensions in K-Theory and L-Theory with Twisted Coefficients

Ian Hambleton , Erik K. Pedersen , David Rosenthal This is my paper

classification 🧮 math.KT math.AT

keywords theoryassemblycoefficientsextensionsgroupmapstwistedalgebraic

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In this paper we show that the Farrell-Jones isomorphism conjectures are inherited in group extensions for assembly maps in algebraic $K$-theory and $L$-theory with twisted coefficients.

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Assembly Maps for Group Extensions in K-Theory and L-Theory with Twisted Coefficients

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