Publication | Closed Access
Deformation and Contraction of Lie Algebras
148
Citations
8
References
1967
Year
Lie GroupRepresentation TheoryPoincaré GroupUsual Contraction TheoryOnly GroupsGroup RepresentationLie Point SymmetryLie TheoryLie AlgebraLie Algebras
This paper deals with the theory of deformation of Lie algebras. A connection is established with the usual contraction theory, which leads to some ``more singular'' contractions. As a consequence it is shown that the only groups which can be contracted in the Poincaré group are SO(4, 1) and SO(3, 2).
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