Global Symmetries of Noncommutative Space-time

Abstract

The global counterpart of infinitesimal symmetries of noncommutative space-time is discussed.

arXiv comment7 pages, no figures; minor changes in the bibliography; final version accepted for publication in Phys. Rev.D

References in corpus (9)

• On a Lorentz-Invariant Interpretation of Noncommutative Space-Time and Its Implications on Noncommutative QFT
• A Gravity Theory on Noncommutative Spaces
• New concept of relativistic invariance in NC space-time: twisted Poincaré symmetry and its implications
• Untwisting Noncommutative R^d and the Equivalence of Quantum Field Theories
• Deformed Coordinate Spaces; Derivatives
• On the classification of quantum Poincaré groups
• Construction of $\theta$-Poincaré Algebras and their Invariants on ${\mathcal{M}}_{\theta }$
• Space-time symmetry of noncommutative field theory
• Non-Commutative Geometry and Twisted Conformal Symmetry

Cited by in corpus (8)

• Noncommutative Geometry and Gravity
• Symmetry, Gravity and Noncommutativity
• Noncommutative spacetime symmetries: Twist versus covariance
• Twisted Conformal Symmetry in Noncommutative Two-Dimensional Quantum Field Theory
• Electric Chern-Simons term, enlarged exotic Galilei symmetry and noncommutative plane
• From Noncommutative Sphere to Nonrelativistic Spin
• Two ${\theta }_{\mu \nu }$ -deformed covariant relativistic quantum phase spaces as Poincare-Hopf algebroids
• N=1/2 Global SUSY: R-Matrix Approach