Exactly solvable models in atomic and molecular physics
A Foerster, E Ragoucy - Nuclear Physics B, 2007 - Elsevier
Nuclear Physics B, 2007•Elsevier
We construct integrable generalized models in a systematic way exploring different
representations of the gl (N) algebra. The models are then interpreted in the context of
atomic and molecular physics, most of them related to different types of Bose–Einstein
condensates. The spectrum of the models is given through the analytical Bethe ansatz
method. We further extend these results to the case of the superalgebra gl (M| N), providing
in this way models which also include fermions.
representations of the gl (N) algebra. The models are then interpreted in the context of
atomic and molecular physics, most of them related to different types of Bose–Einstein
condensates. The spectrum of the models is given through the analytical Bethe ansatz
method. We further extend these results to the case of the superalgebra gl (M| N), providing
in this way models which also include fermions.
We construct integrable generalized models in a systematic way exploring different representations of the gl(N) algebra. The models are then interpreted in the context of atomic and molecular physics, most of them related to different types of Bose–Einstein condensates. The spectrum of the models is given through the analytical Bethe ansatz method. We further extend these results to the case of the superalgebra gl(M|N), providing in this way models which also include fermions.
Elsevier