We present a new optical scheme enabling the implementation of highly stable and configurable non-Markovian dynamics. Here one photon qubit can circulate in a multipass bulk geometry consisting of two concatenated Sagnac interferometers to simulate the so called collisional model, where the system interacts at discrete times with a vacuum environment. We show the optical features of our apparatus and three different implementations of it, replicating a pure Markovian scenario and two non-Markovian ones, where we quantify the information backflow by tracking the evolution of the initial entanglement between the system photon and an ancillary one.

All-optical implementation of collision-based evolutions of open quantum systems / Cuevas, Álvaro; Geraldi, Andrea; Liorni, Carlo; Bonavena, Luís Diego; De Pasquale, Antonella; Sciarrino, Fabio; Giovannetti, Vittorio; Mataloni, Paolo. - In: SCIENTIFIC REPORTS. - ISSN 2045-2322. - ELETTRONICO. - 9:(2019), pp. 1-8. [10.1038/s41598-019-39832-9]

All-optical implementation of collision-based evolutions of open quantum systems

De Pasquale, Antonella;
2019

Abstract

We present a new optical scheme enabling the implementation of highly stable and configurable non-Markovian dynamics. Here one photon qubit can circulate in a multipass bulk geometry consisting of two concatenated Sagnac interferometers to simulate the so called collisional model, where the system interacts at discrete times with a vacuum environment. We show the optical features of our apparatus and three different implementations of it, replicating a pure Markovian scenario and two non-Markovian ones, where we quantify the information backflow by tracking the evolution of the initial entanglement between the system photon and an ancillary one.
2019
9
1
8
Cuevas, Álvaro; Geraldi, Andrea; Liorni, Carlo; Bonavena, Luís Diego; De Pasquale, Antonella; Sciarrino, Fabio; Giovannetti, Vittorio; Mataloni, Paolo...espandi
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Utilizza questo identificatore per citare o creare un link a questa risorsa: https://hdl.handle.net/2158/1153347
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