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bn:03331021n
Noun Named Entity
Categories: Lie groups
EN
En  E10  E11  E9  Eₙ
EN
In mathematics, especially in Lie theory, En is the Kac–Moody algebra whose Dynkin diagram is a bifurcating graph with three branches of length 1, 2 and k, with k = n − 4. Wikipedia
English:
mathematics
Lie algebra
Definitions
Relations
Sources
EN
In mathematics, especially in Lie theory, En is the Kac–Moody algebra whose Dynkin diagram is a bifurcating graph with three branches of length 1, 2 and k, with k = n − 4. Wikipedia
A family of En Lie algebras, unique for 70n=5..8 Wikipedia Disambiguation
IS A
Kac–Moody algebra
exceptional simple Lie group
HAS INSTANCE
E6
E8
E7
Wikipedia
EN
En (Lie algebra)
Wikidata
EN
En
Wikipedia Redirections
EN
E10 (Lie algebra), E11 (mathematics), E9 (Lie algebra), En (mathematics), Infinite-dimensional Lie algebra
Wikidata Alias
EN
Eₙ

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