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The Dicke model as the contraction limit of a pseudo-deformed Richardson-Gaudin model

arXiv
Authors: Pieter W. Claeys, Stijn De Baerdemacker, Mario Van Raemdonck, Dimitri Van Neck

Year

2014

Paper ID

46377

Status

Preprint

Abstract Read

~2 min

Abstract Words

76

Citations

N/A

Abstract

The Dicke model is derived in the contraction limit of a pseudo-deformation of the quasispin algebra in the su(2)-based Richardson-Gaudin models. Likewise, the integrability of the Dicke model is established by constructing the full set of conserved charges, the form of the Bethe Ansatz state, and the associated Richardson-Gaudin equations. Thanks to the formulation in terms of the pseudo-deformation, the connection from the su(2)-based Richardson-Gaudin model towards the Dicke model can be performed adiabatically.

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  • The Dicke model is derived in the contraction limit of a pseudo-deformation of the quasispin algebra in the su(2)-based Richardson-Gaudin models.

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