#### Volume 12, issue 2 (2012)

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Unstable Adams operations acting on $p$–local compact groups and fixed points

### Alex González

Algebraic & Geometric Topology 12 (2012) 867–908
##### Abstract

We prove that every $p$–local compact group is approximated by transporter systems over finite $p$–groups. To do so, we use unstable Adams operations acting on a given $p$–local compact group and study the structure of resulting fixed points.

##### Keywords
classifying space, unstable Adams operation, $p$–local compact group, compact Lie group
Primary: 55R35
Secondary: 20D20