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Modified Trail division for Implementation of RSA Algorithm with Large Integers

机译:改进的路径划分,用于实现具有大整数的RSA算法

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The RSA cryptosystem, invented by Ron Rivest, Adi Shamir and Len Adleman was first published in the August 1978issue of ACM[4 ]. The cryptosystem is most commonly used for providing priva cy and ensuring authenticity of digital data.The security level of this algorithm depends on chooing two large prime numbers. But, to handle large prime in personalcomputer is huge time consuming. Further, each and every compiler has a maximum limit to integer handling capability.In this paper, an approach has been made to modify trial division technique for implementation of RSA algorithm for largenumbers beyond the range of a compiler that has been used to implement it. The time complexity of this modified trialdivision method has been calculated using personal computer, at the end for large integer.
机译:由Ron Rivest,Adi Shamir和Len Adleman发明的RSA密码系统首次发表于1978年8月的ACM中[4]。密码系统最常用于提供保密性和确保数字数据的真实性。此算法的安全级别取决于选择两个大质数。但是,要在个人计算机中处理大量素数是非常耗时的。此外,每个编译器对整数处理能力都有最大的限制。在本文中,已经提出了一种方法,用于修改试验分割技术以实现超出已用于实现它的编译器范围的大量RSA算法。最后,对于大整数,已使用个人计算机计算了此修改的试验分割方法的时间复杂度。

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