Casimir operators of centrally extended l-conformal Galilei algebra
arXiv:1902.08012 · doi:10.1016/j.nuclphysb.2019.114618
Abstract
The full set of Casimir elements of the centrally extended l-conformal Galilei algebra is found in simple and tractable form.
arXiv comment5 pages
References in corpus (14)
- Non-relativistic conformal symmetries and Newton-Cartan structures
- Local scale invariance and strongly anisotropic equilibrium critical systems
- Acceleration-Extended Galilean Symmetries with Central Charges and their Dynamical Realizations
- Conformal Galilei groups, Veronese curves, and Newton-Hooke spacetimes
- Schrodinger Equations for Higher Order Non-relativistic Particles and N-Galilean Conformal Symmetry
- Remarks on l-conformal extension of the Newton-Hooke algebra
- Galilean Conformal Mechanics from Nonlinear Realizations
- Conformal Newton-Hooke symmetry of Pais-Uhlenbeck oscillator
- Dynamical realization of l-conformal Galilei algebra and oscillators
- Nonrelativistic conformal groups and their dynamical realizations
- On dynamical realizations of l-conformal Galilei groups
- Ricci-flat spacetimes with l-conformal Galilei symmetry
- Remark on higher-derivative mechanics with l-conformal Galilei symmetry
- On Casimir Operators of Conformal Galilei Algebras