1.
The Properties of Two Types of Determinants in Yang Hui s Triangle;
杨辉三角中两类行列式的性质及计算
2.
On Yang Hui s Triangle and its Application;
“杨辉三角”行列式的定义、性质及其应用
3.
determinant of the coefficients of a linear form
线性形式的系数行列式
4.
Based on the Taylor series expansion,the formulas is obtained by the character of the Vandermonde determinant.
此公式是以泰勒展开式为基础利用范德蒙行列式性质而得到的。
5.
Diagonally Dominant,Determinant,Order Principal Matrix,Transpose Properties of Generalizations of-matrices
广义M-矩阵对角占优、行列式、转置及顺序主子矩阵的性质
6.
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
7.
Generalized Vandermonde determinant;
广义的Vandermonde行列式
8.
A New Parallel Scrambling/Descrambling Method Based on the Property of Sampling Subsequence of m-Sequence
基于m序列采样性质的并行扰码方法
9.
The determinant of an array which has as a row a linear combination of two or more other rows is zero.
当一个方阵的某一行是另两行或几行的线性组合时，其行列式为零。
10.
Congruence Properties for the Sum of Binomial Coefficients;
关于几类二项式系数和序列的同余性质
11.
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。
12.
Epidemiological Study on Chronic Prostatitis and Measurement of Electrolytes in EPS and Urine of the Patients and Its Implications;
慢性前列腺炎流行病学及患者前列腺液、尿液电解质测定的意义
13.
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
14.
Analyzing and Proving Inference of Rule that Determinant Spread by Program;
行列式展开法则证明的局限性分析与新证法
15.
A Kind of Solving Method of Determinant for Homogeneous Linear Recursion Relations;
可化为齐次线性递推关系的行列式一种解法
16.
They marched in parade formation.
他们以列队的阵式行进。
17.
One Kind of Application of Vandermonde Determinant;
Vandermonde行列式的一种应用
18.
Determinant Expressions of Fibonacci Numbers;
Fibonacci数的行列式表示