We construct the coherent states and Schrödinger cat states associated with new types of
ladder operators for a particular case of a rationally extended harmonic oscillator involving …

We explore squeezed coherent states of a three-dimensional generalized isotonic oscillator
whose radial part is the newly introduced generalized isotonic oscillator whose bound state …

In this paper, we construct nonlinear coherent states for the generalized isotonic oscillator
and study their non-classical properties in detail. By transforming the deformed ladder …

In this paper, we study the 2N-dimensional canonical systems and their physical
applications. We first discuss some basic theory including proving the existence of solutions …

We construct nonlinear squeezed states of a generalized isotonic oscillator potential. We
demonstrate the non-existence of a dual counterpart of nonlinear squeezed states in this …

Classes of solvable potentials are presented within an standard application of
supersymmetric quantum mechanics. Sets of exceptional orthogonal polynomials generated …

We construct photon modulated coherent states of a generalized isotonic oscillator by
expanding the newly introduced superposed operator through Weyl ordering method. We …

We study the 2N-dimensional canonical systems and discuss some properties of its
fundamental solution. We then discuss the Floquet theory of periodic canonical systems and …

We study the 2N-dimensional canonical systems and discuss some properties of its
fundamental solution. We then discuss the Floquet theory of periodic canonical systems and …

We consider a countably infinite family of nonlinear oscillator potentials. First, using the
solutions of the corresponding Schrödinger equation, we construct ladder operators for …