A superintegrable system is, roughly speaking, a system that allows more integrals of motion
than degrees of freedom. This review is devoted to finite dimensional classical and quantum …

Serving both as an introduction to the subject and as a reference, this book presents the
theory in elegant form and with modern concepts and notation. It covers the general theory …

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 …

For a better understanding of the physical systems, even at the quantum level, the thermal
quantities can be investigated. Recently, we realized that the parity of the system can also …

Recently, deformed quantum systems have received lots of attention in the literature. Dunkl
formalism differs from others by containing the difference-differential and reflection operator …

We introduce the Dunkl–Klein–Gordon (DKG) equation in 2D by changing the standard
partial derivatives by the Dunkl derivatives in the standard Klein–Gordon (KG) equation. We …

In this paper, we consider the quantum mechanics with Dunkl derivative. We use the Dunkl
derivative to obtain the coordinate representation of the momentum operator and …

The superintegrability, wavefunctions and overlap coefficients of the Dunkl oscillator model
in the plane were considered in the first part. Here finite-dimensional representations of the …

In this paper, we construct coherent states of a parity deformation of the Heisenberg algebra
and we examine some of its properties. We show that these states minimize the uncertainty …

Graphene-based materials are thought to revolutionize entire industries. Therefore, many
researches are being carried on graphene theoretically and experimentally. On the other …