23 citations
- Arizona State UniversityUS1 paper
- Bielefeld UniversityDE1 paper
- Durham UniversityGB1 paper
- McGill UniversityCA1 paper
- Rockefeller UniversityUS1 paper
- Universidad de GuanajuatoMX1 paper
- University of Cape TownZA1 paper
- University of CopenhagenDK1 paper
- University of FloridaUS1 paper
- University of LeicesterGB1 paper
- University of MünsterDE1 paper
- University of TorontoCA1 paper
4 papers · 1 filter
Cancellation does not imply stable rank one
Andrew S. Toms
An unital C*-algebra A is said to have cancellation of projections if the semigroup D(A) of Murray-von Neumann equivalence classes of projections in matrices over A is cancellative…
On the classification problem for nuclear C*-algebras
Andrew S. Toms
We construct a simple, unital AH algebra which is shape equivalent to its tensor product with any infinite-dimensional UHF algebra, has the same tracial simplex as the said tensor…
Inductive limits of K-theoretic complexes with torsion coefficients
Soren Eilers, Andrew S. Toms
We present the first range result for the total K-theory of C*-algebras. This invariant has been used successfully to classify certain separable, nuclear C*-algebras of real rank z…
Strongly self-absorbing C*-algebras
Andrew S. Toms, Wilhelm Winter
Say that a separable, unital C*-algebra D is strongly self-absorbing if there exists an isomorphism such that and are approximately un…