Pure Maths Colloquium: Logarithms and assembly maps on Kn(Zl[G])
28 November 2003 16:00 in CM221"When G is a finite group and l a prime I define a new logarithm or regulator homomorphism on Kn(Zl[G]), the higher dimensional algebraic K-theory of the l-adic group ring of G. The ``torsion free'' part of the logarithm is evaluated on the image of the assembly map in terms of a familiar universal coefficient map and the l-th Adams operation."
"Note the unusual time, date and place. This colloquium takes place at 10 am in E005."
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