Spectra of disc operator for twisted acceleration-enlarged Newton-Hooke space-times
arXiv:1101.1716 · doi:10.1142/S0217732311034736
Abstract
The time-dependent spectra of disc area operator for twisted acceleration-enlarged Newton-Hooke space-times are derived. It is demonstrated that the corresponding area quanta are expanding or oscillating in time.
9 pages, no figures
References in corpus (6)
- Fractal properties of quantum spacetime
- On "full" twisted Poincare' symmetry and QFT on Moyal-Weyl spaces
- Covariant Realization of Quantum Spaces as Star Products by Drinfeld Twists
- Canonical and Lie-algebraic twist deformations of Galilei algebra
- The Area Quantum and Snyder Space
- Twist deformations of Newton-Hooke Hopf algebras