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- Tensor algebra is tied to coordinates. 張量代數則離不開(kāi)坐標系。
- Yes, if we write them as rank-2 symmetric tensor fields, they satisfied Einstein equation.However, it is not clear how big a deal this is, since diffeomorphism is put in before hand. 在近似下，弦論可以得出廣義相對論，從而一切證實(shí)廣義相對論的實(shí)驗都是對弦論的支持。
- In tensor algebra the vector appears as a speical case of a more general concept, which includes stress and inertia tensors. 在張量代數中，矢量是做為更普遍的概念的一種特殊情況出現的，這種更普遍的概念包括應力張量和應變張量。
- Based on the general solution of a kind of linear tensorial equations, the invariant representation of the spin of a symmetric tensor is obtained. 基于對一類(lèi)線(xiàn)性張量方程的一般解法,導出了任一對稱(chēng)張量所對應的自旋張量的絕對表示。
- completely skew symmetric tensor 完全(斜)對稱(chēng)張量
- The Tensor Algebra and the Exterior Algebra 張量代數和外代數
- The boy can't figure out the algebra problems. 這個(gè)男孩做不出這道代數題。
- We've learned algebra in middle school. 我在中學(xué)就學(xué)過(guò)代數學(xué)。
- She was studying to build up her algebra. 她在學(xué)習以提高自己的代數水平。
- Are you stuck over your algebra? 你的代數題做不下去了吧？
- He finally got the answer to the algebra problem. 他終於算出了這道代數題的答案。
- symmetric tensor 對稱(chēng)張量
- skew symmetric tensor 斜對稱(chēng)張量
- inverse symmetric tensor 反對稱(chēng)張量
- tensor algebra 張量代數
- real symmetric tensor 實(shí)對稱(chēng)張量
- contravariant tensor algebra 反變張量代數
- completely symmetric tensor 完全(斜)對稱(chēng)張量
- The branch of algebra that deals with quadratic equations. 二次方程式論處理二次方程式的代數學(xué)的分支
- The stress components form a symmetric array. 應力分量構成了一個(gè)對稱(chēng)的數組。
