Alessandro Romancino- Master of Science
- PhD at University of Palermo
Alessandro Romancino
- Master of Science
- PhD at University of Palermo
Complex networks. Quantum networks. Entanglement percolation and entanglement distribution in networks.
About
2
Publications
40
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Introduction
I’m a PhD student from Palermo interested in the applications of Complex Systems computational techniques, in particular Complex Networks, to various fields of Physics such as Quantum Information, Open Quantum Systems, Quantum Optics and Condensed Matter Physics.
Up to now my research has focused on Quantum Networks and Complex Networks with a focus on protocols for entanglement distribution in the networks.
Current institution
Additional affiliations
March 2023 - May 2023
Position
- Thesis
Description
- Master thesis work on Entanglement Percolation in Quantum Networks supervised by prof. Anna Sanpera, the stay was financed by a grant from University of Palermo. Project on characterization of Entangled PPT States in the Symmetric Subspace. Project on a Quantum Map which can be useful to detect Entanglement Depth
February 2021 - April 2021
Position
- Trainee
Description
- Designed an Astrochemistry experiment simulating the interstellar gas medium. Working with X-Ray and UV sources in a ultra high vacuum chamber. Data analysis of FTIR spectroscopy and QMS spectroscopy.
Education
September 2021 - October 2023
September 2018 - July 2021
September 2013 - July 2018
Liceo Scientifico S.Cannizzaro
Field of study
- High School Scientific Diploma
Publications
Publications (2)
We investigate the entanglement properties in the symmetric subspace of N-partite d-dimensional systems (qudits). As it happens already for bipartite diagonal symmetric states, also in the multipartite case the local dimension d plays a crucial role. Here, we demonstrate that there is no bound entanglement for d = 3, 4 and N = 3. Using different te...
We investigate the entanglement properties in the symmetric subspace of N-partite d-dimensional systems (qudits). For diagonal symmetric states, we show that there is no bound entanglement for d = 3, 4 and N = 3. Further, we present a constructive algorithm to map multipartite diagonal symmetric states of qudits onto bipartite symmetric states of l...
