Open Quantum Systems & Decoherence
370 papers for year 2022
Open Quantum Systems & Decoherence Research Context
This Quantum Articles category organizes published quantum research papers so readers can browse focused work by topic, source, and year.
Showing 97-108 of 370
Editorial Conclusion for the Special Issue “Measurements in Quantum Mechanics”
Krzysztof Urbanowski
2022
Crossref
Symmetry
Effective Hamiltonian theory of open quantum systems at strong coupling
Nicholas Anto-Sztrikacs, Ahsan Nazir, Dvira Segal
2022
arXiv
arXiv preprint
Emission spectral non-Markovianity in qubit-cavity systems in the ultrastrong coupling regime.
Zhang C, Yu M, Yan Y, Chen L, Lü Z, Zhao Y.
2022
Europe PMC
J Chem Phys
Engineering imaginary stark ladder in a dissipative lattice: passive $\mathcal{PT}$ symmetry, K symmetry and localized damping
Yu Zhang, Shu Chen
2022
arXiv
arXiv preprint
Enhanced eigenvector sensitivity and algebraic classification of sublattice-symmetric exceptional points
Kang Yang, Ipsita Mandal
2022
arXiv
arXiv preprint
Enhanced Hong-Ou-Mandel Manifolds and figures of merit for linear chains of identical micro-ring resonators
Peter L. Kaulfuss, Paul M. Alsing, A. Matthew Smith, Joseph Monteleone, Edwin E. Hach
2022
arXiv
arXiv preprint
Entanglement dynamics of coupled quantum oscillators in independent nonMarkovian baths
Jen-Tsung Hsiang, Onat Arısoy, Bei-Lok Hu
2022
arXiv
arXiv preprint
Environment-mediated entropic uncertainty in charging quantum batteries
Meng-Long Song, Li-Juan Li, Xue-Ke Song, Liu Ye, Dong Wang
2022
arXiv
arXiv preprint
Equilibrium and out-of-equilibrium over-screening free phonon self-energy in realistic materials
Andrea Marini
2022
arXiv
arXiv preprint
Estimation precision of the acceleration for a two-level atom coupled to fluctuating vacuum electromagnetic fields
Mengge Zheng, Baoyuan Yang, Zixu Zhao
2022
arXiv
arXiv preprint
Evaluation of the Feynman's propagator by means of the quantum Hamilton-Jacobi equation
Mario Fusco Girard
2022
arXiv
arXiv preprint
Exactly solvable piecewise analytic double well potential $V_{D}(x)=min[(x+d)^2,(x-d)^2]$ and its dual single well potential $V_{S}(x)=max[(x+d)^2,(x-d)^2]$
Ryu Sasaki
2022
arXiv
arXiv preprint