Joseph A. Dessi

collaborators

3 papers

math.OA2026

Gauge-invariant ideal structure of C*-algebras associated with proper product systems over $Z_{+}^{d}$

Joseph A. Dessi

We show that the gauge-invariant ideal parametrisation results of the author and Kakariadis are in agreement with those of Bilich in the case of a proper product system over $\math…

math.OA2026

On hyperrigidity and non-degenerate C*-correspondences

Joseph A. Dessi, Evgenios T. A. Kakariadis, Ioannis Apollon Paraskevas

We revisit the results of Kim, and of Katsoulis and Ramsey concerning hyperrigidity for non-degenerate C*-correspondences. We show that the tensor algebra is hyperrigid, if and onl…

math.OA2024

Equivariant Nica-Pimsner quotients associated with strong compactly aligned product systems

Joseph A. Dessi, Evgenios T. A. Kakariadis

We parametrise the gauge-invariant ideals of the Toeplitz-Nica-Pimsner algebra of a strong compactly aligned product system over $Z_{+}^{d}$ by using $2^{d}$ -tuples of ideals of…

Gauge-invariant ideal structure of C*-algebras associated with proper product systems over Z+d​

On hyperrigidity and non-degenerate C*-correspondences

Equivariant Nica-Pimsner quotients associated with strong compactly aligned product systems

Gauge-invariant ideal structure of C*-algebras associated with proper product systems over $Z_{+}^{d}$