activity
20122016
most citedInverse semigroup C*-algebras associated with left cancellative semigroups

9 citations · 11 across the 4 of their papers we have counts for

collaborators

5 papers

math.OA2016★ 1 cited

On Fell bundles over inverse semigroups and their left regular representations

Erik Bédos, Magnus D. Norling

We prove a version of Wordingham's theorem for left regular representations in the setting of Fell bundles of inverse semigroups and use this result to discuss the various associat…

math.OA2014

Independent resolutions for totally disconnected dynamical systems II: C*-algebraic case

Xin Li, Magnus Dahler Norling

We develop the notion of independent resolutions for crossed products attached to totally disconnected dynamical systems. If such a crossed product admits an independent resolution…

math.KT2014★ 1 cited

Independent resolutions for totally disconnected dynamical systems I: Algebraic case

Xin Li, Magnus Dahler Norling

This is the first out of two papers on independent resolutions for totally disconnected dynamical systems. In the present paper, we discuss independent resolutions from an algebrai…

math.OA2012

The K-theory of some reduced inverse semigroup C*-algebras

Magnus Dahler Norling

We use a recent result by Cuntz, Echterhoff and Li about the K-theory of certain reduced C*-crossed products to describe the K-theory of C*_r(S) when S is an inverse semigroup sati…

math.OA2012★ 9 cited

Inverse semigroup C*-algebras associated with left cancellative semigroups

Magnus Dahler Norling

To each discrete left cancellative semigroup one may associate a certain inverse semigroup , often called the left inverse hull of . We show how the full and the red…