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Poisson-Lie T-Duality and Bianchi Type Algebras
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All Bianchi bialgebras have been obtained. By introducing a non-degenerate adjoint invariant inner product over these bialgebras the associated Drinfeld doubles have been constructed, then by calculating the coupling matrices for these bialgebras several sigma-models with Poisson-Lie symmetry have been obtained. Two simple examples as prototypes of Poisson-Lie dual models have been given.
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Classification of Six-dimensional Real Nilpotent Lie Bialgebras of Symplectic Type and their Poisson-Lie Groups
A claimed complete classification of six-dimensional nilpotent symplectic-type Lie bialgebras, presented as tables with only one worked derivation and with internal inconsistencies in the Poisson-bracket and applicati...
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