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jiecheng
- 在VC++中利用数组来实现超大整数的阶乘-In VC++ Use the array to achieve super-integer factorial
2008.12.1
- 计算大数的阶乘，用的链表和数组的方法。 用于学习-Calculation of the factorial of large numbers, using the linked list and array method. For learning
Cchengxu
- 这个程序包包括了C语言中的一些常见的程序，如阶乘，读取二进制文件，递归，二维数组平均值排序等几十个程序。有了这些程序，会更好的进行科学计算-This package includes the C language of some common procedures, such as factorial, read binary files, recursion, sorting, such as the average of two-dimensional array of dozens of
jiecheng
- 实现 任意数的阶乘 利用数组扩展位数 底层算法 -Arbitrary implementation of the factorial number of the median use the expansion of the bottom of the array algorithm
1_Factorial
- 计算10000的阶乘，结果存储在out.txt中。 如果算更大的数，注意更改数组大小。-10000 calculated the factorial, the result is stored in the in out.txt. If a greater number of operators, pay attention to changes in the size of the array.
mul
- 计算大数阶乘,用数组的方法来计算一个大数的阶乘,可以算几万的介乘-Calculate factorial of large numbers, using an array of methods to calculate a factorial of large numbers can be counted by tens of thousands of mediated
mul
- 一般c++的Int型变量为4个字节，做数字比较大整数的阶乘会溢出，本程序利用数组实现大数字的阶乘且可以更改数组的长度-General c++ of the Int variable is 4 bytes, so the number will be relatively large factorial integer overflow, the process utilizes an array to achieve great numbers factorial and can change
TarsusFactorial
- 用数组储存大数，然后递归实现阶乘，计算完成后将计算的结果存入数组中，然后输出结果即可。-With an array of storage of large numbers, and then the recursive factorial implementation, which will calculate the result of calculation into the array, then the output can be.
N!
- 计算n！，使用数组模拟，以100000为进位标准，减少内存消耗，实现较大数字的的阶乘-Calculate n! . Use array to simulate the factorial of a big number. In order to save the memory, we use 100000 as the principle of the number s carry.
CPP-common-mothod
- 面向对象源码 常用算法 累加 阶乘 求最大最小值 求最大公约数 数组元素-For object source commonly used algorithms accumulate factorial seeking maximum and minimum demand the greatest common divisor of array elements
cross
- 窗体中有1个标签和3个命令按钮（控件数组）。程序运行时，单击命令按钮，在标签中显示所求的阶乘。 -The form of a label and three command buttons (control array). When the program is running, click the command button to display the label asked factorial.
N
- 计算N!。可求解很大自然数的阶乘，通过数组存储结果实现，可改变数组大小改变n的范围。-Calculate N!. Can be solved for the factorial of a large natural number, store the results achieved through the array, the array size can be changed to change the range of n.
Factorial-algorithm
- 实现100！的算法。因为直接用int会出现溢出，本方法是将结果按位放入int类型的数组中。-Achieve 100! Algorithm. Because the direct use int overflow occurs, the result of this method is to put the array bit int type.