Triple System: Vector Space, Multilinear Map -
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High Quality Content by WIKIPEDIA articles! In algebra, a triple system is a vector space V over a field F together with a F-trilinear map (cdot,cdot,cdot) colon Vtimes V times Vto V. The most important examples are Lie triple systems and Jordan triple systems. They were introduced by Nathan Jacobson in 1949 to study subspaces of associative algebras closed under triple commutators [[u, v], w] and triple an ... Full description
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More Information
| Publisher | OmniScriptum |
|---|---|
| Release year | 2026 |
| Cover type | Softcover |
| EAN | 9786131140297 |