Dolf Huybrechts

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20182020

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quant-ph2020

Dynamical hysteresis properties of the driven-dissipative Bose-Hubbard model with a Gutzwiller Monte Carlo approach

Dolf Huybrechts, Michiel Wouters

We study the dynamical properties of a driven-dissipative Bose-Hubbard model in the strongly interacting regime through a quantum trajectory approach with a cluster-Gutzwiller Ansa…

quant-ph2019

Mean-field validity in a dissipative critical system: Liouvillian gap, $PT$ -symmetric antigap, and permutational symmetry in the $X Y Z$ model

Dolf Huybrechts, Fabrizio Minganti, Franco Nori +2

We study the all-to-all connected $X Y Z$ (anisotropic-Heisenberg) spin model with local and collective dissipations, comparing the results of mean field theory with the solution of…

Dynamical hysteresis properties of the driven-dissipative Bose-Hubbard model with a Gutzwiller Monte Carlo approach

Mean-field validity in a dissipative critical system: Liouvillian gap, PT-symmetric antigap, and permutational symmetry in the XYZ model

Mean-field validity in a dissipative critical system: Liouvillian gap, $PT$ -symmetric antigap, and permutational symmetry in the $X Y Z$ model