Spectrum of the harmonic oscillator in a general noncommutative phase space

Abstract

Harmonic oscillator, in 2-dimensional noncommutative phase space with non-vanishing momentum-momentum commutators, is studied using an algebraic approach. The corresponding eigenvalue problem is solved and discussed.

References in corpus (3)

• Vacuum configurations for renormalizable non-commutative scalar models
• Deformed squeezed states in noncommutative phase space
• Harmonic Oscillator States with Non-Integer Orbital Angular Momentum