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还有一个缺陷就是在只知道密文 x 及公钥(n,e)的情况下,只要将 (x^e) mod n 所得余数 s 再不断地循环操作 s = s^e mod n,此运算不...
还有一个缺陷就是在只知道密文 x 及公钥(n,e)的情况下,只要将 (x^e) mod n 所得余数 s 再不断地循环操作 s = s^e mod n,此运算不断地循环 e 次之后,很多情况下都可以循环出原文,只是计算量过余多一些罢了。不过有不少情况下,根本都无须循环 e 次,不过对于1024位的 n 级别来说,e 也是一个相当大的数值,所以循环密文的余数以解得原文是有些不现实。 以上内容仅供参考,如有不实,请予更正-there is a defect in only know that the secret and public key-x (n, e) the circumstances, as long as (x ^ e) mod n from the remaining s to continuously cycle operation s = s ^ e mod n, this constant cycle of Operational e occasion, the very many circumstances can be recycled from the original, but I calculated the volume more than just. There are, however, many instances, simply do not need e cycle times, but for 1024 the level n, e is a very large figure, so secret circle the remainder of the text was obtained in the original is a bit unrealistic. The above is for reference only, if not true, I corrected
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数据库配置 jBOSS的相关配置,第一次上传文件,谢谢大家
数据库配置 jBOSS的相关配置,第一次上传文件,谢谢大家-something interesting maybe you will like it.who knows
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Able to realize the general management of a small hotel, VB+ ACCESS. There are s...
能实现一般小型酒店的管理,VB+ACCESS。内有源码-Able to realize the general management of a small hotel, VB+ ACCESS. There are source
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用户手册为状态机
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Carnegie SSD6 课件 第一章
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Hi All Find The Attachment
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一步步学习ADS1.2,ARM初学者必看。
一步步学习ADS1.2,ARM初学者必看。-One step-by-step learning ADS1.2, ARM beginners a must-see.
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51源程序,希望大家能喜欢,谢谢大家的支持
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实现大整数加减法运算,只是一个小的课程设计
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- 2022-09-17 20:10:03下载
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本书设计实例从面向对象的设计中精选出23个设计模式,总结了面向对象设计中最有价值的经验,并且用简洁可复用的形式表达出来...
本书设计实例从面向对象的设计中精选出23个设计模式,总结了面向对象设计中最有价值的经验,并且用简洁可复用的形式表达出来
- 2022-10-31 11:10:03下载
- 积分:1