Nonlinear Models in Quantum Optics through Quantum Algebras: Journal of Nonlinear Mathematical Physics: Vol 8, No sup1

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Abstract

The su _q(2) algebra is shown to provide a natural dynamical algebra for some nonlinear models in Quantum Optics. Applications to the computation of eigenvalues and eigenvectors for the Hamiltonian describing second harmonics generation are proposed.

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Nonlinear Models in Quantum Optics through Quantum Algebras

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