Spinor Bose gases in one dimension are described by quantum integrable m by n matrix extensions of the nonlinear Schrödinger model, with Bethe equations and thermodynamic integral equations derived for arbitrary spin and specifically for spin-1 cases.
Sutherland, Phys
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In a mesoscopic ring of SU(N) fermions with a localized barrier, current and density profiles arise from the balance between single-particle processes and a high-stiffness spin-correlated state tied to N-fold flux fractionalization.
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Quantum integrable matrix models of spinor Bose gases in one spatial dimension
Spinor Bose gases in one dimension are described by quantum integrable m by n matrix extensions of the nonlinear Schrödinger model, with Bethe equations and thermodynamic integral equations derived for arbitrary spin and specifically for spin-1 cases.
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Static impurity in a mesoscopic system of SU($N$) fermionic matter-waves
In a mesoscopic ring of SU(N) fermions with a localized barrier, current and density profiles arise from the balance between single-particle processes and a high-stiffness spin-correlated state tied to N-fold flux fractionalization.