Lie superalgebras based on a 3-dimensional real or complex Lie algebra
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We give a complete classification of real and complex Lie superalgebras g0⊕g1, for which g0 is a 3-dimensional Lie algebra, and g1 is go itself under the adjoint representation. © 2006 Heldermann Verlag.
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Adjoint representation; Lie superalgebras; Symmetric equivariant maps
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