Matches in DBpedia 2015-10 for { <http://dbpedia.org/resource/Lie_algebra_extension> ?p ?o }
- Lie_algebra_extension wikiPageWikiLink Plancks_constant.
- Lie_algebra_extension wikiPageWikiLink Poincaré_group.
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- Lie_algebra_extension wikiPageWikiLink Principal_bundle.
- Lie_algebra_extension wikiPageWikiLink Principal_fiber_bundle.
- Lie_algebra_extension wikiPageWikiLink Product_rule.
- Lie_algebra_extension wikiPageWikiLink Projective_representation.
- Lie_algebra_extension wikiPageWikiLink Quantization_(physics).
- Lie_algebra_extension wikiPageWikiLink Quantum_field_theory.
- Lie_algebra_extension wikiPageWikiLink Quantum_number.
- Lie_algebra_extension wikiPageWikiLink Recurrence_relation.
- Lie_algebra_extension wikiPageWikiLink Riesz_representation_theorem.
- Lie_algebra_extension wikiPageWikiLink Robert_Moody.
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- Lie_algebra_extension wikiPageWikiLink Scalar_field.
- Lie_algebra_extension wikiPageWikiLink Schrödinger_equation.
- Lie_algebra_extension wikiPageWikiLink ScienceDirect.
- Lie_algebra_extension wikiPageWikiLink Semidirect_product.
- Lie_algebra_extension wikiPageWikiLink Semisimple_Lie_algebra.
- Lie_algebra_extension wikiPageWikiLink Simple_Lie_group.
- Lie_algebra_extension wikiPageWikiLink Springer-Verlag.
- Lie_algebra_extension wikiPageWikiLink Springer_Publishing.
- Lie_algebra_extension wikiPageWikiLink Springer_Science+Business_Media.
- Lie_algebra_extension wikiPageWikiLink Standard_Model.
- Lie_algebra_extension wikiPageWikiLink Standard_model.
- Lie_algebra_extension wikiPageWikiLink String_theory.
- Lie_algebra_extension wikiPageWikiLink Summation_convention.
- Lie_algebra_extension wikiPageWikiLink Superstring_theory.
- Lie_algebra_extension wikiPageWikiLink Translation_(geometry).
- Lie_algebra_extension wikiPageWikiLink Translation_group.
- Lie_algebra_extension wikiPageWikiLink Universal_covering_group.
- Lie_algebra_extension wikiPageWikiLink Vacuum_expectation_value.
- Lie_algebra_extension wikiPageWikiLink Vector_field.
- Lie_algebra_extension wikiPageWikiLink Vector_fields.
- Lie_algebra_extension wikiPageWikiLink Victor_Kac.
- Lie_algebra_extension wikiPageWikiLink Virasoro_algebra.
- Lie_algebra_extension wikiPageWikiLink Wave_equation.
- Lie_algebra_extension wikiPageWikiLink Wigners_theorem.
- Lie_algebra_extension wikiPageWikiLink Witt_algebra.
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- Lie_algebra_extension wikiPageWikiLinkText "Lie algebra extension".
- Lie_algebra_extension wikiPageWikiLinkText "Lie algebra extension#Virasoro algebra".
- Lie_algebra_extension wikiPageWikiLinkText "Lie algebra semidirect sum".
- Lie_algebra_extension wikiPageWikiLinkText "central Lie algebra extension".
- Lie_algebra_extension wikiPageWikiLinkText "central extension".
- Lie_algebra_extension wikiPageWikiLinkText "extended".
- Lie_algebra_extension wikiPageWikiLinkText "extension".
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- Lie_algebra_extension indent ":".
- Lie_algebra_extension title "Computation of Lie bracket".
- Lie_algebra_extension title "Derivation of the Lie algebra".
- Lie_algebra_extension title "Existence of Schwinger terms".
- Lie_algebra_extension title "Proof of being a derivation".
- Lie_algebra_extension title "Relationship to and".
- Lie_algebra_extension titlestyle "color:green;background:lightgrey;".
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- Lie_algebra_extension subject Category:Conformal_field_theory.
- Lie_algebra_extension subject Category:Lie_algebras.
- Lie_algebra_extension subject Category:Lie_groups.
- Lie_algebra_extension subject Category:Mathematical_physics.
- Lie_algebra_extension subject Category:Quantum_field_theory.
- Lie_algebra_extension subject Category:String_theory.
- Lie_algebra_extension hypernym Enlargement.
- Lie_algebra_extension type Disease.
- Lie_algebra_extension comment "In the theory of Lie groups, Lie algebras and their representation theory, a Lie algebra extension e is an enlargement of a given Lie algebra g by another Lie algebra h. Extensions arise in several ways. There is the trivial extension obtained by taking a direct sum of two Lie algebras. Other types are the split extension and the central extension. Extensions may arise naturally, for instance, when forming a Lie algebra from projective group representations.".
- Lie_algebra_extension label "Lie algebra extension".
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