Some arithmetical results on semi-simple lie algebras
Identifieur interne : 003470 ( Main/Merge ); précédent : 003469; suivant : 003471Some arithmetical results on semi-simple lie algebras
Auteurs : T. A. SpringerSource :
- Publications Mathématiques de l'Institut des Hautes Études Scientifiques [ 0073-8301 ] ; 1966-12-01.
English descriptors
- KwdEn :
- Adjoint action, Algebra, Algebraic, Algebraic group, Algebraic groups, Arithmetical, Arithmetical results, Borel, Borel subgroup, Centralizer, Direct product, Divisor, Elementary divisor, Elementary divisors, Extraordinary part, First assertion, Groupes, Highest root, Homomorphism, Identity component, Linear combination, Linear combinations, Nilpotent element, Nilpotent elements, Perfect field, Positive heights, Positive roots, Regular unipotent element, Regular unipotent elements, Root system, Same length, Simple ones, Simple root systems, Simple roots, Simple types, Springer, Structure constants, Subgroup, Unipotent, Unipotent elements, Unipotent subgroup, Various characterizations.
- Teeft :
- Adjoint action, Algebra, Algebraic, Algebraic group, Algebraic groups, Arithmetical, Arithmetical results, Borel, Borel subgroup, Centralizer, Direct product, Divisor, Elementary divisor, Elementary divisors, Extraordinary part, First assertion, Groupes, Highest root, Homomorphism, Identity component, Linear combination, Linear combinations, Nilpotent element, Nilpotent elements, Perfect field, Positive heights, Positive roots, Regular unipotent element, Regular unipotent elements, Root system, Same length, Simple ones, Simple root systems, Simple roots, Simple types, Springer, Structure constants, Subgroup, Unipotent, Unipotent elements, Unipotent subgroup, Various characterizations.
Url:
DOI: 10.1007/BF02684358
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ISTEX:60BD577230F17A35A82559497E45778918850916Le document en format XML
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<term>Borel subgroup</term>
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<term>Direct product</term>
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<term>Elementary divisor</term>
<term>Elementary divisors</term>
<term>Extraordinary part</term>
<term>First assertion</term>
<term>Groupes</term>
<term>Highest root</term>
<term>Homomorphism</term>
<term>Identity component</term>
<term>Linear combination</term>
<term>Linear combinations</term>
<term>Nilpotent element</term>
<term>Nilpotent elements</term>
<term>Perfect field</term>
<term>Positive heights</term>
<term>Positive roots</term>
<term>Regular unipotent element</term>
<term>Regular unipotent elements</term>
<term>Root system</term>
<term>Same length</term>
<term>Simple ones</term>
<term>Simple root systems</term>
<term>Simple roots</term>
<term>Simple types</term>
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