Quantization of inhomogeneous Lie bialge
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P.P. Kulish; A.I. Mudrov
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Article
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2002
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Elsevier Science
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English
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A self-dual class of Lie bialgebra structures (g, g \* ) on inhomogeneous Lie algebras g describing kinematical symmetries is considered. In that class, both g and g \* split into the semi-direct sums g = h v and g \* = h \* v \* with abelian ideals of translations v and h \* . We build the explicit