WOS: A1992JA66000002The discrete and continuous energy spectra of the pseudo-harmonic oscillator (PHO) have been investigated by the spectrum generating algebra. The PHO potential has been obtained depending on the dimension and the angular momentum. The zero-point energy of the two-dimensional PHO is found to be a minimum. The results are consistent with those obtained by other methods
We in this paper study the relation of hermiticity and energy spectrum for Hamiltonians consisting o...
In standard courses of Quantum Mechanics the harmonic oscillator is frequently resolved through of d...
WOS: 000252563900026Exact solution of Schrodinger equation for the pseudoharmonic potential is obtai...
The discrete and continuous energy spectra of the pseudo-harmonic oscillator (PHO) have been investi...
International audienceIn this paper we study the pseudo-spectra of the rotated harmonic oscillator. ...
In this paper we study the pseudo-spectra of the rotated harmonic oscillator. The pseudo-spectra of ...
AbstractA realization of the creation and annihilation operators for the pseudoharmonic oscillator i...
We define the quadratic algebra su(2)α which is a one-parameter deformation of the Lie algebra su(2)...
Abstract. The n-dimensional (isotropic and non-isotropic) harmonic oscillator is studied as a Wigner...
New models for the finite one-dimensional harmonic oscillator are proposed based upon the algebras u...
We study the Schrödinger operator with a potential given by the sum of the potentials for harmonic ...
A new model for the finite one-dimensional harmonic oscillator is proposed based upon the algebra u(...
We prove that non-self-adjoint harmonic and anharmonic oscillator operators have non-trivial pseudos...
The n-dimensional (isotropic and non-isotropic) harmonic oscillator is studied as a Wigner quantum s...
The direct and indirect Lagrangian representations of the planar harmonic oscillator have been discu...
We in this paper study the relation of hermiticity and energy spectrum for Hamiltonians consisting o...
In standard courses of Quantum Mechanics the harmonic oscillator is frequently resolved through of d...
WOS: 000252563900026Exact solution of Schrodinger equation for the pseudoharmonic potential is obtai...
The discrete and continuous energy spectra of the pseudo-harmonic oscillator (PHO) have been investi...
International audienceIn this paper we study the pseudo-spectra of the rotated harmonic oscillator. ...
In this paper we study the pseudo-spectra of the rotated harmonic oscillator. The pseudo-spectra of ...
AbstractA realization of the creation and annihilation operators for the pseudoharmonic oscillator i...
We define the quadratic algebra su(2)α which is a one-parameter deformation of the Lie algebra su(2)...
Abstract. The n-dimensional (isotropic and non-isotropic) harmonic oscillator is studied as a Wigner...
New models for the finite one-dimensional harmonic oscillator are proposed based upon the algebras u...
We study the Schrödinger operator with a potential given by the sum of the potentials for harmonic ...
A new model for the finite one-dimensional harmonic oscillator is proposed based upon the algebra u(...
We prove that non-self-adjoint harmonic and anharmonic oscillator operators have non-trivial pseudos...
The n-dimensional (isotropic and non-isotropic) harmonic oscillator is studied as a Wigner quantum s...
The direct and indirect Lagrangian representations of the planar harmonic oscillator have been discu...
We in this paper study the relation of hermiticity and energy spectrum for Hamiltonians consisting o...
In standard courses of Quantum Mechanics the harmonic oscillator is frequently resolved through of d...
WOS: 000252563900026Exact solution of Schrodinger equation for the pseudoharmonic potential is obtai...