Lie algebra (Q664495)
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vector space with an alternating binary operation satisfying the Jacobi identity.
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Lie algebra |
vector space with an alternating binary operation satisfying the Jacobi identity. |
Statements
1930s
0 references
![{\displaystyle {\begin{aligned}\forall x\in {\mathfrak {g}}\colon \;0&=[x,x]\\\forall x,y,z\in {\mathfrak {g}}\colon \;0&=[[x,y],z]+[[y,z],x]+[[z,x],y]\end{aligned}}}](https://wikimedia.org/api/rest_v1/media/math/render/svg/67ffbf95068ee55d3ba23e0fb9b95c7a500d0393)
0 references
Identifiers
2 references
30 March 2018
Registros de autoridad de "Materia" de la Biblioteca Nacional de España (Spanish)
21 July 2023
1 reference
Sitelinks
Wikipedia(30 entries)
- arwiki جبر لي
- cawiki Àlgebra de Lie
- cswiki Lieova algebra
- dewiki Lie-Algebra
- enwiki Lie algebra
- eowiki Alĝebro de Lie
- eswiki Álgebra de Lie
- fawiki جبر لی
- frwiki Algèbre de Lie
- glwiki Álxebra de Lie
- hewiki אלגברת לי
- huwiki Lie-algebra
- iawiki Algebra de Lie
- idwiki Aljabar Lie
- itwiki Algebra di Lie
- jawiki リー代数
- kawiki ლის ალგებრა
- kowiki 리 대수
- nlwiki Lie-algebra
- nnwiki Liealgebra
- pawiki ਲੀ ਅਲਜਬਰਾ
- plwiki Algebra Liego
- ptwiki Álgebra de Lie
- ruwiki Алгебра Ли
- srwiki Лијева алгебра
- svwiki Liealgebra
- trwiki Lie cebiri
- ukwiki Алгебра Лі
- viwiki Đại số Lie
- zhwiki 李代數
Wikibooks(1 entry)
- enwikibooks Topics in Abstract Algebra/Lie algebras