A multi-Gaussian Wigner-function variational method simulates open bosonic dynamics and finds Ising-like critical slowing down in a driven-dissipative Bose-Hubbard lattice.
The parity operator ˆΠ acts on the position and mo- mentum basis as [73]: ˆΠ∣q⟩= ∣− q⟩; ˆΠ∣p⟩= ∣− p⟩
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Variational Multi-Gaussian Phase-Space Dynamics via Automatic Differentiation
A multi-Gaussian Wigner-function variational method simulates open bosonic dynamics and finds Ising-like critical slowing down in a driven-dissipative Bose-Hubbard lattice.