1.
The Mean Value of Smaradache Double Factorial Function
Smaradache双阶乘函数的均值
2.
Of or relating to a factor or factorial.
因数或阶乘的因数或阶乘的，与因数或阶乘有关的
3.
Addition, Subtraction, Multiplication, Division, Involution and Factorial of High Effective Locations
高有效位数的加、减、乘、除、乘方和阶乘运算法
4.
On Certain Diophantine Equations Concerning Factorials;
关于阶乘的几个Diophantine方程
5.
Three Diophantine Equatlons Concerning Factorlals;
三个含有阶乘的Diophantine方程
6.
Returns the factorial of a number, equal to 1*2*3*...* Number
返回某数的阶乘。一个数的阶乘等于 1*2*...*该数。
7.
mixed three-stage least-squares estimatio
混合三阶段最小二乘估计
8.
4 factorial, usually written4! , is equal to24(1???=24).
4的阶乘，常写作4！，等于24（1???＝24）
9.
Data Analysis Based on Hierarchical Partial Least-squares Regression;
基于递阶偏最小二乘回归的数据分析
10.
Implement Solving Factorial of Big Integer N with C++;
基于C++的求大整数N的阶乘的实现
11.
On the Self-Adjointness of Product of Two Odd-Order Differential Operators
两个奇数阶微分算子乘积的自共轭性
12.
Multi-radix Booth Algorithm of Multi-bit Multiplier
多位乘法器的多阶Booth算法的实现
13.
Improvement on Product High-Order Ambiguity Function by Iterative Filtering
利用迭代滤波改进乘积高阶模糊函数
14.
Passengers now have to go though double screening before getting on their plane.
现在乘客要有双重检验才上飞机。
15.
Least Squares Based Iterative Identification for Two-Input Multirate Systems
双输入多率系统的最小二乘迭代辨识
16.
The difference in the horizontal and vertical factorial moments is compared and studied using Monte-Carlo simulation.
用蒙特-卡洛模拟方法对纵向阶乘矩和横向阶乘矩进行了比较和研究。
17.
It is shown that the horizontal and vertical factorial moments are equivalent only when they are used in combination with the cumulant variables.
发现:在一般情况下,只有在引入累积变量后,纵向阶乘矩才与横向阶乘矩相等。
18.
Finally, the anomalous scaling property of3- dimensional second-order factorial moments is obtained from self-affine analysis.
最后用三维自仿射分析得到了三维二阶阶乘矩的反常标度性.