Turkish Journal of Physics
Generalized Deformations of D=4 Poincar\'{e} Algebra
DOI
-
Abstract
Following Barut's old idea of dynamical symmetry describing the mass spectrum of composite system we present the class of deformations of D=4 Poincar\'{e} algebra as possible candidates for the description of relativistic rotational nuclear spectra. These algebras do not have the Hopf algebra structure, i.e. can not be treated as generators (in quantum group sense) of some deformed D=4 Poincar\'{e} group.
First Page
437
Last Page
445
Recommended Citation
LUKIERSKI, Jerzy; NOWICKI, Anatol; and RUEGG, Henri (1997) "Generalized Deformations of D=4 Poincar\'{e} Algebra," Turkish Journal of Physics: Vol. 21: No. 3, Article 21. Available at: https://journals.tubitak.gov.tr/physics/vol21/iss3/21
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