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- Q7432782 subject Q6181442.
- Q7432782 subject Q7012223.
- Q7432782 subject Q8300137.
- Q7432782 abstract "In differential geometry, the Schouten–Nijenhuis bracket, also known as the Schouten bracket, is a type of graded Lie bracket defined on multivector fields on a smooth manifold extending the Lie bracket of vector fields. There are two different versions, both rather confusingly called by the same name. The most common version is defined on alternating multivector fields and makes them into a Gerstenhaber algebra, but there is also another version defined on symmetric multivector fields, which is more or less the same as the Poisson bracket on the cotangent bundle. It was discovered by Jan Arnoldus Schouten (1940, 1953) and its properties were investigated by his student Albert Nijenhuis (1955). It is related to but not the same as the Nijenhuis–Richardson bracket and the Frölicher–Nijenhuis bracket.".
- Q7432782 wikiPageExternalLink schouten.pdf.
- Q7432782 wikiPageExternalLink fpqg.html.
- Q7432782 wikiPageExternalLink node9.html.
- Q7432782 wikiPageWikiLink Q1047080.
- Q7432782 wikiPageWikiLink Q1052775.
- Q7432782 wikiPageWikiLink Q1064500.
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- Q7432782 wikiPageWikiLink Q188444.
- Q7432782 wikiPageWikiLink Q2377336.
- Q7432782 wikiPageWikiLink Q3552958.
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- Q7432782 wikiPageWikiLink Q5506750.
- Q7432782 wikiPageWikiLink Q5553164.
- Q7432782 wikiPageWikiLink Q579267.
- Q7432782 wikiPageWikiLink Q6181442.
- Q7432782 wikiPageWikiLink Q7012223.
- Q7432782 wikiPageWikiLink Q7034537.
- Q7432782 wikiPageWikiLink Q746550.
- Q7432782 wikiPageWikiLink Q767667.
- Q7432782 wikiPageWikiLink Q8300137.
- Q7432782 comment "In differential geometry, the Schouten–Nijenhuis bracket, also known as the Schouten bracket, is a type of graded Lie bracket defined on multivector fields on a smooth manifold extending the Lie bracket of vector fields. There are two different versions, both rather confusingly called by the same name.".
- Q7432782 label "Schouten–Nijenhuis bracket".