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Lie algebra |
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Lie algebra [′lē ‚al·jə·brə]
(mathematics) The algebra of vector fields on a manifold with additive operation given by pointwise sum and multiplication by the Lie bracket. Want to thank TFD for its existence? Tell a friend about us, add a link to this page, add the site to iGoogle, or visit the webmaster's page for free fun content. |
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No references found | An Abelian Lie algebra L spanned by the vector fields [Z. |
Abelian Lie algebra |
Abélard Abélard Abélard and Héloïse Abelard, Peter Abelard, Peter Abélard, Peter Abélard, Peter Abélard, Pierre Abelcet Abelcet Abelcet abele Abelene Abelene abeles abelia Abelia Bedriftsrådgiverforening Abelian Abelian algebra Abelian and tauberian theorems Abelian Class Field Theory Abelian Defect Group Conjecture Abelian domain Abelian extension Abelian extensions Abelian field Abelian group Abelian group Abelian groups Abelian groups Abelian Lie algebra Abelian meanAbelian mean Abelian monoid Abelian operation Abelian quantum Hall state Abelian ring Abelian semigroup Abelian semigroup Abelian theorems Abelian, Ovanes Abelian, Ovanes Artemevich Abelianisation Abelianization abelias abelite Abell Abell 1656 Abell 2151 Abell 3526 Abell 426 Abell richness classes Abell, Kjeld Abell, Thomas Abell-Kendall method Abellinum Abelman, Nikolai | |||||||
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