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- Translation_functor abstract "In mathematical representation theory, a (Zuckerman) translation functor is a functor taking representations of a Lie algebra to representations with a possibly different central character. Translation functors were introduced independently by Zuckerman (1977) and Jantzen (1979). Roughly speaking, the functor is given by taking a tensor product with a finite-dimensional representation, and then taking a subspace with some central character.".
- Translation_functor wikiPageID "32176298".
- Translation_functor wikiPageRevisionID "447977780".
- Translation_functor b "λ".
- Translation_functor hasPhotoCollection Translation_functor.
- Translation_functor p "μ".
- Translation_functor subject Category:Representation_theory.
- Translation_functor comment "In mathematical representation theory, a (Zuckerman) translation functor is a functor taking representations of a Lie algebra to representations with a possibly different central character. Translation functors were introduced independently by Zuckerman (1977) and Jantzen (1979). Roughly speaking, the functor is given by taking a tensor product with a finite-dimensional representation, and then taking a subspace with some central character.".
- Translation_functor label "Translation functor".
- Translation_functor sameAs m.0gx_qbf.
- Translation_functor sameAs Q7834527.
- Translation_functor sameAs Q7834527.
- Translation_functor wasDerivedFrom Translation_functor?oldid=447977780.
- Translation_functor isPrimaryTopicOf Translation_functor.