SURIANO, LUCA
SURIANO, LUCA
Dipartimento di Matematica
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A Gromov-Hausdorff distance between von Neumann algebras and an application to free quantum fields
2017-04-15 Guido, D; Marotta, N; Morsella, G; Suriano, L
A quantum distance between von Neumann algebras and applications to quantum field theory
2017-12-01 Guido, D; Marotta, N; Morsella, G; Suriano, L
A quantum distance for noncommutative measure spaces and an application to quantum field theory
2010-07-13 Suriano, L
Type III representation and modular spectral triples for the noncommutative torus
2018-01-01 Fidaleo, F; Suriano, L
| Data di pubblicazione | Titolo | Autore(i) | Tipo | File |
|---|---|---|---|---|
| 15-apr-2017 | A Gromov-Hausdorff distance between von Neumann algebras and an application to free quantum fields | Guido, D; Marotta, N; Morsella, G; Suriano, L | Articolo su rivista | |
| 1-dic-2017 | A quantum distance between von Neumann algebras and applications to quantum field theory | Guido, D; Marotta, N; Morsella, G; Suriano, L | Contributo in libro | |
| 13-lug-2010 | A quantum distance for noncommutative measure spaces and an application to quantum field theory | Suriano, L | Tesi di dottorato | |
| 1-gen-2018 | Type III representation and modular spectral triples for the noncommutative torus | Fidaleo, F; Suriano, L | Articolo su rivista |