Category:Tensors

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<nowiki>tensor; 텐소르; Тензор; Tensor; تەنزور; Тензор; tensor; 張量; Tenzor; тензор; 張量; 张量; 텐서; Тензор; tensoro; tenzor; টেন্সর; tenseur; тензор; tenxơ; تەنزور; Tenzor; тензор; tensor; 张量; Тензор; tensor; tensor; Tenzor; tensor; موتر; 張量; Tenzor; Tensore; Cálculu tensorial; tensor; Tensor; Tensor; Trajtimi klasik i tensorëve; Тензор; 張量; テンソル; טנזור; tensor; आतानक विश्लेषण; 张量; Tensori; Tensor; tensore; Tenzor; 张量; 張量; Tensor; Тензор; Tenzor; tensor; tensor; nacrtensori; tinsuri; tensor; تانسور; Tenzor; tenzor; Tenzorius; Tenzor; Tensor; тензор; тензор; tensor; tensor; ടെൻസർ വിശ്ലേഷണം; tensor; տենզոր; tensör; teinseoir; ਟੈਂਸਰ; tensor; тэнзар; Τανυστής; тензор; generalizzazione delle strutture algebriche; objet très général dont la valeur s'exprime dans un espace vectoriel; геамэтрычны аб’ект; понятие в математике и физике; multilineare Abbildung; մաթեմատիկական և ֆիզիկական հասկացություն; 數學物件; skaler, vektör, covector ve tensörlerin bazı kombinasyonlarında çok çizgili harita; 線形的な量または線形的な幾何概念を一般化したもの; objek geometris, untuk memetakan suatu objek geometris ke objek lainnya; uogólnienie pojęcia wektora; geometrisk objekt; 多重线性映射; applicazzioni multiliniari ca associa un nùmmiru dûn campu ô nsiemi di na siquenza di vitturi cafannu parti di nu spazziu vitturiali supra a ddu campu e di na siquenza di covitturi ca fannu parti dû spazziu duali di ddu spazziu vitturiali; matematiikka; multilinear map on some combination of scalars, vectors, covectors, and tensors; 多重线性映射; v matematice objekt, který je zobecněním pojmu vektor; mapa multilinear d'alguna combinació d'escalars, de vectors, de covectors i de tensors; tensörler; çok çizgili harita; tensorfält; tensorer; Tenzorska enačba; חשבון טנזורים; טנסור; tensor (mathematica); 張量的經典處理; 張量的中間處理; टेंसर; 张量; Tensor; تنسور; تينسور; موتّر; ممتد; مسرد نظرية التينسور; 张量的经典处理; 张量的中间处理; حساب تانسوری; حساب تانسور; ثابت کیهان‌شناسی; 张量的经典处理; 张量的中间处理; Тензори; Тензорски рачун</nowiki>
tensor 
multilinear map on some combination of scalars, vectors, covectors, and tensors
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  • geometric concept
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  • tensor space
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Wikidata Q188524
NDL Authority ID: 00572865
BNCF Thesaurus ID: 31131
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English: In mathematics, a tensor is a certain kind of geometrical entity and array concept. It generalizes the concepts of scalar, vector and linear operator, in a way that is independent of any chosen frame of reference. For example, doing rotations over axis does not affect at all the properties of tensors, if a transformation law is followed. Tensors are of importance in pure and applied mathematics, physics and engineering.

Subcategories

This category has the following 7 subcategories, out of 7 total.

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Media in category "Tensors"

The following 33 files are in this category, out of 33 total.