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Scientific article
English

Quantum Poincaré algebra with standard real structure

Published inJournal of Geometry and Physics, vol. 11, no. 1-4, p. 425-436
Publication date1993
Abstract

A new real quantum Poincaré algebra which is a standard ∗-Hopf algebra is obtained by the construction of Uq (O(3,2)) (q real). The deformation parameter K is mass-like, and the classical Poincaré algebra is obtained in the limit K → ∞. For our K-Poincaré algebra both Casimirs are given.

Keywords
  • Quantum Poincaré algebra
Citation (ISO format)
LUKIERSKI, Jerzy, NOWICKI, Anatol, RUEGG, Henri. Quantum Poincaré algebra with standard real structure. In: Journal of Geometry and Physics, 1993, vol. 11, n° 1-4, p. 425–436. doi: 10.1016/0393-0440(93)90068-P
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Article (Published version)
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Identifiers
ISSN of the journal0393-0440
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