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bifData
- 大整数相乘，对于任意大的整数都可以计算出结果！-large integer multiplication, for arbitrarily large integers can be calculated results!
bigmultiply
- 实现两个大整数的相乘、附有测试数据以及试验报告一份。-achieve two large integer multiplication, with the test data and a test report.
Share
- 大整数相乘1422525621881好好学习
bignumber.rar
- 能够实现大整数相乘,为初学C++的一个很好的例子.,Large integer multiplication can be achieved for the novice C++ for a good example.
bignumber.cpp
- 这是大数相乘的一般算法，采用链表的方式。实现两个大整数的加、减、乘的运算，其中乘法运算利用分治的方法解决-This is a general algorithm for multiplication of large numbers, using linked list approach. The realization of two big integer add, subtract, multiply computing, in which the use of multiplication
mul
- 二分法求大整数相乘，快速便捷。很好的源代码，可以用来学习，直接用于工程也是可以的-Dichotomy for large integer multiplication, quickly and easily. Good source code, can be used to study, can be directly used for projects of
3004
- 4、大整数乘法 Descr iption 求两个不超过200位的非负整数的积。 Input 有两行，每行是一个不超过200位的非负整数，没有多余的前导0。 Output 一行，即相乘后的结果。结果里不能有多余的前导0，即如果结果是342，那么就不能输出为0342。 Sample Input 12345678900 98765432100 Sample Output 1219326311126352690000 -4, Large Integer
bigIntegerMultiply
- 此程序可以求两个大整数（超出long int定义范围之内的数）的相乘结果-You can use this program to multiply two big intergers,and the integers is beyond long int
dazhengshu
- 大整数相乘。可以支持一百位一下大整数。可以支持小数点哦。--
BigIntegerMultiply
- 输入两个大整数，整数长度可以很长，原则上没有长度限制，将这两个大整数进行相乘得出结果。-Enter the two big integers, integer length can be very long, in principle, there is no length limit, these two big integers multiplying the result.
bignumbermilti
- 大整数相乘，是按位来进行处理的，主要解决大型的数据量的计算，效率比较高，这只是一种做法-Multiplying large integers, bitwise processing, mainly to solve the calculation of the large amount of data, more efficient, this is just a practice
bigintegermultiply
- C++实现两个5000位以内的大整数相乘-C++ Two BigInteger multiply
MULTY
- 两个大整数相乘，无限位也可以！必须牛X，望给过！-Multiplying two large integers, can also infinitely bit! Must be NiuX, hope to the over!
lnm
- 用来演示两个大整数相乘原理的C语言程序源码。-Multiplying two large integers used to demonstrate the principle of the C language source code.
divide-and--conquer
- 实现大整数相乘，时间复杂度n(logn),c++源码-Achieve a large integer multiplication, time complexity n (logn), c++ source