1.
The number of rows or columns in a determinant or matrix.
行列数行列式或矩阵中行或列的数目
2.
Series of Fibonacci and the Determinant of the Diagonal Form;
Fibonacci数列与对角形行列式
3.
Generalized Vandermonde determinant;
广义的Vandermonde行列式
4.
How to Calculate Determinants by Using Determinant of Vandermonde;
如何利用Vandermonde行列式计算行列式
5.
determinant of the coefficients of a linear form
线性形式的系数行列式
6.
This determinant is a special case of the resultant of two polynomials.
这个行列式是两个行列式的结式的特殊情形。
7.
Any of the terms in the rectangular array of terms that constitute a matrix or determinant.
行列中的一项长方形排列术语中的阵成行列式
8.
generalized vandermonde determinant
广义范得蒙弟行列式
9.
One Kind of Application of Vandermonde Determinant;
Vandermonde行列式的一种应用
10.
Determinant Expressions of Fibonacci Numbers;
Fibonacci数的行列式表示
11.
The Calculation of One Kind Chehyshev Determinant;
一类Chebyshev行列式的计算
12.
Introduction of Vandermonde Determinant and Its Application;
Vandermonde行列式及其应用
13.
The determinant can be evaluated from the cofactors of any column.
行列式可根据任何一列余因子来求算。
14.
When any two rows or two columns are interchanged, the sign of the determinant is changed.
当任何两行或两列互换时，行列式的正负号改变。
15.
The term "continuant" arises from a relation between this type of determinant and continued fractions.
“连行列式”这一名称来自于这种类型的行列式与连分式的相互关系。
16.
If you are familiar with determinants, you can confirm readily the representation.
你如果熟悉行列式，就容易确信表达式．
17.
The Generalization of Vandermonde Determinant and Its Application;
vandermonde行列式的推广式及其应用
18.
Another Proving Method of the Extended Form of Vandermonde Determinant;
范德蒙行列式推广形式的另一证明法