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

Abstract

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.

Revisions following a referee's report. Title change

References in corpus (2)

• Splitting With Continuous Control in Algebraic K-theory
• Continuous Control and the Algebraic L-theory Assembly Map