Adam-Christiaan van Roosmalen

collaborators

2 papers

math.KT2021

A non-commutative analogue of Clausen's view on the idèle class group

Oliver Braunling, Ruben Henrard, Adam-Christiaan van Roosmalen

Clausen predicted that Chevalley's idèle class group of a number field $F$ appears as the first $K$ -group of the category of locally compact $F$ -vector spaces. This has turned out…

math.KT2020

$K$ -theory of locally compact modules over orders

Oliver Braunling, Ruben Henrard, Adam-Christiaan van Roosmalen

We present a quick approach to computing the $K$ -theory of the category of locally compact modules over any order in a semisimple $Q$ -algebra. We obtain the $K$ -theory by…

A non-commutative analogue of Clausen's view on the idèle class group

K-theory of locally compact modules over orders

$K$ -theory of locally compact modules over orders