The Bethe Ansatz

Lieb-Liniger i.z.cm.l

\[ H_{LL} = \int_0^L dx \left\{ \partial_x \Psi^{\dagger}(x) \partial_x \Psi(x) + c \Psi^{\dagger}(x) \Psi^{\dagger}(x) \Psi(x) \Psi(x) \right \} \]

and the generalization to an arbitrary symmetry of the wavefunction.




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Author: Jean-Sébastien Caux

Created: 2024-01-18 Thu 14:24