In the framework of the theory of Dunkl-deformed bosons, Bose–Einstein condensation of
two and three-dimensional Dunkl-boson gases confined in the one-dimensional …

In the present manuscript, we employ the Feynman path integral method to derive the
propagator in one-dimensional Wigner-Dunkl quantum mechanics. To verify our findings we …

This paper presents an investigation into one-and three-dimensional harmonic oscillators
with time-dependent mass and frequency, within the framework of the Dunkl formalism …

This paper examines the generation of scalar particle pairs resulting from the application of
an external electric field's Coulomb potential in both three-and two-dimensional scenarios …

In this work we introduce two different generalizations of the Fokker–Planck equation in (1+
1) dimensions by replacing the spatial derivatives in terms of generalized Dunkl-type …

This study investigates the quantum mechanics of the harmonic oscillator in the presence of
the Generalised-Wigner–Dunkl formalism based on creation and annihilation operators …

The Schr\" odinger equation is a fundamental equation in quantum mechanics, providing a
means of understanding the behavior of quantum systems under a range of potential …

In this paper we consider a charged Wigner–Dunkl quantum system in the presence of a
constant magnetic field. It is shown that this system obeys gauge invariance if minimally …

We study the phenomenon of Bose–Einstein condensation in two-and one-dimensional
Dunkl–Boson gases confined within a power-law potential, employing the framework of …

Starting on the basis of Fibonacci calculus and Fibonacci oscillator algebra, we introduce
the main properties to develop a new formalism for the two-parameter (q 1, q 2)-deformed …