Scar states are special many-body eigenstates that weakly violate the eigenstate
thermalization hypothesis (ETH). Using the explicit formalism of the Lanczos algorithm …

Beyond a pure mathematical interest, q-deformation is promising for the modeling and
interpretation of various physical phenomena. In this paper, we numerically investigate the …

We study the thermodynamics of a crystalline solid by applying intermediate statistics
obtained by deforming known solid state models using the mathematics of q analogs. We …

Three-level information plays an important role in the quantum domain. However, q-
deformed three-level quantum logic is missing. Here, we address this problem and following …

We inquire into the nonclassical properties of the superposition of squeezed vacuum and
that of squeezed coherent states of a math-type q-deformed harmonic oscillator. The …

Recently, the q-deformed coherent states based on the non-extensive thermodynamics
approach have been constructed (Chung et al.; Jagannathan and Khan; Bendjeffal et al.). In …

This paper explores the wave packet dynamics of a math-type q-deformed field interacting
with atoms in a Kerr-type nonlinear medium. The primary focus is on the generation and …

We study nonlinear dynamics of superposition of quantum wavepackets in various systems
such as Kerr medium, Morse oscillator, and bosonic Josephson junction. The prime reason …

This paper obtains the quadrature operator eigenstates and energy eigenfunctions of the
prevailing f-deformed oscillators. A definition for quadrature operator for deformed algebra is …