Quantum Collision Models: A Beginner Guide
Overview
Authors
Affiliations
In recent years, quantum collision models, sometimes dubbed repeated interaction models, have gained much attention due to their simplicity and their capacity to convey ideas without resorting to technical complications typical of many approaches and techniques used in the field of open quantum systems. In this tutorial, we show how to use these models, highlighting their strengths and some technical subtleties often overlooked in the literature. We do this by deriving the Markovian master equation and comparing the standard collisional derivation with the standard microscopic one. We then use the collision model to derive the master equation of a two-level system interacting with either a bosonic or fermionic bath to give the reader a flavour of the real use of the model.
Transient Dynamics and Homogenization in Incoherent Collision Models.
Karpat G, Cakmak B Entropy (Basel). 2025; 27(2).
PMID: 40003202 PMC: 11854766. DOI: 10.3390/e27020206.
Quantum switch instabilities with an open control.
Molitor O, Malavazi A, Baldijao R, Orthey Jr A, Paiva I, Dieguez P Commun Phys. 2024; 7(1):373.
PMID: 39574427 PMC: 11576514. DOI: 10.1038/s42005-024-01843-y.
Coherence-Enhanced Single-Qubit Thermometry out of Equilibrium.
Frazao G, Pezzutto M, Omar Y, Zambrini Cruzeiro E, Gherardini S Entropy (Basel). 2024; 26(7).
PMID: 39056930 PMC: 11275457. DOI: 10.3390/e26070568.
Wave Function Realization of a Thermal Collision Model.
Shafir U, Kosloff R Entropy (Basel). 2022; 24(12).
PMID: 36554213 PMC: 9777790. DOI: 10.3390/e24121808.