This work has been motivated through the paper [42] by S. Dey on the nonclassical
properties of the deformed harmonic oscillators. We study the dynamics of the nonclassical …

In the present work, we examine qualitatively the entanglement and parameter estimation in
a two superconducting qubits (SC-qubits) coupled to a nonlinear field in the existence of …

The solution of Schrodinger equations for q-deformed modified Poschl-Teller and hyperbolic
Scarf II potentials are investigated using Nikiforov-Uvarov method and a mapping method …

Entanglement and atomic coherence are investigated for a system that consists of a four-
level atom (FLA) coupled with a nonlinear field. We explore the influence of field deformation …

We propose a deformed version of the generalized Heisenberg algebra by using techniques
borrowed from the theory of pseudo-bosons. In particular, this analysis is relevant when non …

The spectrum and the time evolution of a system, which is modeled by a non-hermitian
quantum deformed oscillator Hamiltonian, is analyzed. The proposed Hamiltonian is …

The entanglement and coherence of a single qubit and deformed bosonic field inside a
phase-damped cavity are discussed. In the classical q→ 1 limit, analytic results under …

In this paper, we present a detailed study on the evolution of some measures of
nonclassicality and entanglement in the framework of the interaction between a …

In this manuscript, we study the deformed optical tomography for excited coherent states
associated to deformed Heisenberg algebra. By using the numerical solution of the …

In this paper, we study the non-Gaussian character in generalized coherent states in the
framework of a noncommutative space by adding photons to deformed coherent states …