文件名称:bigint_zxf
- 所属分类：
- 加密解密
- 资源属性：
- [Windows] [Visual C] [源码]
- 上传时间：
- 2012-11-26
- 文件大小：
- 180kb
- 下载次数：
- 0次
- 提 供 者：
- 张**
- 相关连接：
- 无
- 下载说明：
- 别用迅雷下载，失败请重下，重下不扣分！
介绍说明－－下载内容均来自于网络，请自行研究使用
一个很好用的大整数的类, 最大可支持9999990位的十进制整数，
可进行大整数的加、减、乘、除和取模运算，并带有求大整数的
最大公因数、扩展Euclidean算法、中国剩余定理算法、
Miller-Rabin素性测试算法、随机生成任意位的大整数等函数库，
这个类的动态库曾用于商业软件之中，其可靠性和速度是得到
确认的。用于商业目的可能需要注册。-a good use of the integer type, the biggest 9999990 to support the decimal integer, It can perform large integers, plus or minus, multiplication, addition and modular, with a big round of the largest factions, extended Euclidean algorithm, the Chinese remainder theorem algorithm, Miller- Rabin primality testing algorithm, random generation of arbitrary integer spaces such as libraries, This kind of dynamic library has been used for commercial software, the reliability and speed is affirmed. Used for commercial purposes may require registration.
可进行大整数的加、减、乘、除和取模运算，并带有求大整数的
最大公因数、扩展Euclidean算法、中国剩余定理算法、
Miller-Rabin素性测试算法、随机生成任意位的大整数等函数库，
这个类的动态库曾用于商业软件之中，其可靠性和速度是得到
确认的。用于商业目的可能需要注册。-a good use of the integer type, the biggest 9999990 to support the decimal integer, It can perform large integers, plus or minus, multiplication, addition and modular, with a big round of the largest factions, extended Euclidean algorithm, the Chinese remainder theorem algorithm, Miller- Rabin primality testing algorithm, random generation of arbitrary integer spaces such as libraries, This kind of dynamic library has been used for commercial software, the reliability and speed is affirmed. Used for commercial purposes may require registration.
(系统自动生成,下载前可以参看下载内容)
下载文件列表
新建文件夹
..........\BigInt.dll
..........\BigInt.lib
..........\头文件
..........\......\BigIntReg.h
..........\......\BIntEuclidean.h
..........\......\PrimeTest.h
..........\......\Rand.h
..........\......\ZBInt.h
..........\......\ZBIntArray.h
..........\示例代码
..........\........\BigInt.dll
..........\........\BigInt.lib
..........\........\BigIntReg.h
..........\........\BIntEuclidean.h
..........\........\PrimeTest.h
..........\........\Rand.h
..........\........\ReadMe.txt
..........\........\res
..........\........\...\示例代码.rc2
..........\........\Resource.h
..........\........\StdAfx.cpp
..........\........\StdAfx.h
..........\........\ZBInt.h
..........\........\ZBIntArray.h
..........\........\示例代码.aps
..........\........\示例代码.clw
..........\........\示例代码.cpp
..........\........\示例代码.dsp
..........\........\示例代码.dsw
..........\........\示例代码.h
..........\........\示例代码.ncb
..........\........\示例代码.opt
..........\........\示例代码.plg
..........\........\示例代码.rc
..........\........\示例代码Dlg.cpp
..........\........\示例代码Dlg.h
..........\说明.txt
..........\BigInt.dll
..........\BigInt.lib
..........\头文件
..........\......\BigIntReg.h
..........\......\BIntEuclidean.h
..........\......\PrimeTest.h
..........\......\Rand.h
..........\......\ZBInt.h
..........\......\ZBIntArray.h
..........\示例代码
..........\........\BigInt.dll
..........\........\BigInt.lib
..........\........\BigIntReg.h
..........\........\BIntEuclidean.h
..........\........\PrimeTest.h
..........\........\Rand.h
..........\........\ReadMe.txt
..........\........\res
..........\........\...\示例代码.rc2
..........\........\Resource.h
..........\........\StdAfx.cpp
..........\........\StdAfx.h
..........\........\ZBInt.h
..........\........\ZBIntArray.h
..........\........\示例代码.aps
..........\........\示例代码.clw
..........\........\示例代码.cpp
..........\........\示例代码.dsp
..........\........\示例代码.dsw
..........\........\示例代码.h
..........\........\示例代码.ncb
..........\........\示例代码.opt
..........\........\示例代码.plg
..........\........\示例代码.rc
..........\........\示例代码Dlg.cpp
..........\........\示例代码Dlg.h
..........\说明.txt