tensor (Q188524)
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multilinear map on some combination of scalars, vectors, covectors, and tensors
| Language | Label | Description | Also known as |
|---|---|---|---|
| default for all languages | No label defined |
||
| English | tensor |
multilinear map on some combination of scalars, vectors, covectors, and tensors |
Statements
Tensors
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Identifiers
Calculus of tensors (English)
חישוב טנסורים (Hebrew)
tensor
a tensor is a n-dimensional array. (English)
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tensor datum
tensor
tensor value
In mathematics, tensors are geometric objects that describe linear relations between geometric vectors, scalars, and other tensors. Elementary examples of such relations include the dot product, the cross product, and linear maps. The tensor datum is a facet that uses a tensor as an abstract mathematical description. (English)
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Sitelinks
Wikipedia(61 entries)
- arwiki موتر
- azwiki Tenzor
- bgwiki Тензор
- bnwiki টেন্সর
- cawiki Tensor (objecte matemàtic)
- cswiki Tenzor
- cvwiki Тензор
- dewiki Tensor
- elwiki Τανυστής
- enwiki Tensor
- eowiki Tensoro
- eswiki Tensor
- etwiki Tensor
- euwiki Tentsore
- fawiki تانسور
- fiwiki Tensori
- frwiki Tenseur
- glwiki Tensor
- hewiki טנזור
- hiwiki प्रदिश
- hrwiki Tenzor
- huwiki Tenzor
- hywiki Տենզոր
- idwiki Tensor
- itwiki Tensore
- jawiki テンソル
- kkwiki Тензор
- kowiki 텐서
- kywiki Тензор
- lawiki Tensor (mathematica)
- ltwiki Tenzorius
- lvwiki Tenzors
- mkwiki Тензор
- mlwiki പ്രദിശം
- mswiki Tensor
- mywiki တာအုံ
- nlwiki Tensor
- nnwiki Tensor
- nowiki Tensor
- pawiki ਟੈਂਸਰ
- plwiki Tensor
- ptwiki Tensor
- rowiki Tensor
- ruwiki Тензор
- shwiki Tenzor
- simplewiki Tensor
- skwiki Tenzor
- slwiki Tenzor
- srwiki Тензор
- svwiki Tensor
- szlwiki Tensor
- thwiki เทนเซอร์
- tlwiki Tensor
- trwiki Tensör
- ttwiki Тензор
- ukwiki Тензор
- uzwiki Tenzor
- viwiki Tenxơ
- wuuwiki 张量
- zh_yuewiki 張量
- zhwiki 張量
Wikibooks(2 entries)
- jawikibooks 特殊相対論 テンソル
- nlwikibooks Lineaire algebra/Tensor
Wikinews(0 entries)
Wikiquote(0 entries)
Wikisource(0 entries)
Wikiversity(1 entry)
- enwikiversity Tensors