The bicovariant differential calculus on the three-dimensional Kappa-Poincar'e group

1996/02/02 by Piotr Kosinski, Michal Majewski, Kosinski, Piotr +3
Mathematics · #FOS: Mathematics #Quantum Algebra (math.QA) #math.QA #q-alg

paper · pdf · doi:10.48550/arxiv.q-alg/9602004

AMSTeX, Pages 15

arxiv created 1996/02/02 · arxiv updated 2009/11/30

Abstract

The bicovariant differential calculus on the three-dimensional Kappa-Poincar'e group and the corresponding Lie-algebra structure are described. The equivalence of this Lie-algebra structure and the three-dimensional κ-Poincaré algebra is proved.

Related

• Differential structure on kappa-Minkowski space, and kappa-Poincare algebra
• The κ-Poincaré Group on a C^*-level
• The duality between κ-Poincaré algebra and κ-Poincaré group
• Three Dimensional Differential Calculus on the Quantum Group SU_q(2) and Minimal Gauge Theory
• Classification of Bicovariant Differential Calculi