1、linear combination

linear combination發(fā)音

英：　　美：

linear combination中文意思翻譯

常見(jiàn)釋義：

[數]線(xiàn)性組合

linear combination雙語(yǔ)使用場(chǎng)景

1、This text realizes Optimal Linear Combination method basing on recognition confidence.───本文實(shí)現了基于分類(lèi)器判決可靠度估計的最優(yōu)線(xiàn)性集成方法.

2、Results Obtained some linear combination identities involving Hermite polynomials and parabolic cylinder function.───目的研究厄密多項式與拋物線(xiàn)柱函數線(xiàn)性組合的性質(zhì).

3、Relationship of the deficiencies of a kind of linear combination of meromorphic functions is discussed.───討論一類(lèi)亞純函數線(xiàn)性組合的虧量關(guān)系,所得結論推廣了已知結果.

4、This is called a linear combination, and it's the most fundamental operation in the whole course.───叫做線(xiàn)性組合, 這是整個(gè)課程中的最基礎的運算.

5、It's asking us to find the right linear combination.───即找到正確的線(xiàn)性組合.

6、A new method of determining the indexes weight, named the linear combination assigning method, is presented.───給出了一種系統評價(jià)指標綜合賦權方法——線(xiàn)性組合賦權法.

7、A linear combination.───一個(gè)線(xiàn)性組合。

8、and computes the linear combination as if the variable.───并且計算線(xiàn)性組合就像變量是基于10個(gè)字符的阿拉伯數字。

9、The properties a strong coupling magnetopolaron in polar crystals are studied a linear combination operator.───本文采用線(xiàn)性組合算符法研究極性晶體內強耦合磁極化子的特性.

10、It's a linear combination of the columns.───這是列向量的線(xiàn)性組合.

11、Linear combination of atomic orbitals into molecular orbitals.───原子軌道的線(xiàn)性疊加，成分子軌道。

12、Ok, so that idea of linear combination is crucial and also, we wanna about this question.───好了, 那個(gè)線(xiàn)性組合的思想是關(guān)鍵,同時(shí)我們要思考這個(gè)問(wèn)題.

linear combination相似詞語(yǔ)短語(yǔ)

1、potent combination───強效組合

2、colour combination───配色

3、ideal combination───理想組合

4、winning combination───最佳組合

5、lethal combination───致命組合

6、linear combinations───[數]線(xiàn)性組合

7、unlikely combination───不太可能的組合

8、flavour combination───風(fēng)味組合

9、linear polarization───[光]線(xiàn)偏振；[計]線(xiàn)性極化

2、關(guān)于線(xiàn)性代數的一道選擇題??！高分，但是英文的，很簡(jiǎn)單的??！

last two are correct

1）countexample: if it is a zero vector, unable to span

2) counterexample: vectors（1,1）（2,2）are distinct, but can not span to R^2

3) linear combination of u, u+v and u+v+w iff linear combination of u,v, and w, therefore, correct

4)omit

5)thest two vectors are linearly independent, hence spans R^2