In this paper, we study the role of the nonlinear environment on the bound passage time of
dynamical quantum spin systems, which is of great interest in quantum control and has been …

In this paper, we first suggest a scheme for the generation of a particular class of Gilmore–
Perelomov-type SU (1, 1) coherent states, which may be established as nonlinear coherent …

The preparation of coherent states of the harmonic oscillator on a sphere is considered.
Based on the nonlinear coherent states of the atomic center-of-mass motion of a trapped ion …

In this paper, to study the effects of a nonlinear medium on the atom–field interaction, we use
the nonlinear coherent states approach. For this purpose, we choose the two-mode cross …

We study the Hamiltonian of two isotropic oscillators with weak coupling from an algebraic
approach. We write the Hamiltonian of this problem in terms of the boson generators of the …

Following the lines of the recent papers [J. Phys. A 44, 495201 (2012); B. Mojaveri, A.
Dehghani, Eur. Phys. J. D 67, 179 (2013)], we construct here a new class of generalized …

In this paper we study some basic quantum confinement effects through investigation of a
deformed harmonic oscillator algebra. We show that spatial confinement effects on a …

In this paper, we derive the dynamical algebra of a particle confined in an infinite spherical
well using the f-deformed oscillator approach. We consider an exciton with definite angular …

Many dynamical systems exhibit unexpected large amplitude excursions in the
chronological progression of a state variable. In the present work, we consider the dynamics …

For zero energy, E= 0, we propose some states which are perfectly well localized on the
classical solutions for all the central power-law potentials V (r)=− γν/rν, with γν> 0, and ν<− 2 …