The 1D Yang-Gaudin model with two-body loss is exactly solvable, and dissipation reverses which spin configurations are most stable in bosonic versus fermionic systems.
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Tensor-network study of the extended Hubbard model shows an analytical DH-pair formula predicts energy increase rates well but requires exciton energy as effective gap when V induces excitons.
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Exact Analysis of a One-Dimensional Yang-Gaudin Model with Two-Body Loss
The 1D Yang-Gaudin model with two-body loss is exactly solvable, and dissipation reverses which spin configurations are most stable in bosonic versus fermionic systems.
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Charge creation via quantum tunneling in one-dimensional Mott insulators: A numerical study of the extended Hubbard model
Tensor-network study of the extended Hubbard model shows an analytical DH-pair formula predicts energy increase rates well but requires exciton energy as effective gap when V induces excitons.