4 citations · 7 across the 3 of their papers we have counts for
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math.OA2016
An Equivariant Theory for the Bivariant Cuntz Semigroup
Gabriele N. Tornetta
We provide an equivariant extension of the bivariant Cuntz semigroup introduced in previous work for the case of compact group actions over C*-algebras. Its functoriality propertie…
math.OA2016
A Bivariant Theory for the Cuntz Semigroup
Joan Bosa, Gabriele Tornetta, Joachim Zacharias
We introduce a bivariant version of the Cuntz semigroup as equivalence classes of order zero maps generalizing the ordinary Cuntz semigroup. The theory has many properties formally…
math.OA2014
Open Projections and Suprema in the Cuntz Semigroup
Joan Bosa, Gabriele Tornetta, Joachim Zacharias
We provide a new and concise proof of the existence of suprema in the Cuntz semigroup using the open projection picture of the Cuntz semigroup initiated by Ortega, Rordam and Thiel…