ZHANG Ying, YUE Dian-wu. Public key cryptosystem based on algebraic geometric codes[J]. 2008, (6): 75-81.DOI:
基于代数几何码的公钥密码体制
摘要
提出一种利用代数几何码构造公钥密码体制的新方法
该体制是一种由加密与纠错相结合的加密纠错体制。经过分析
该方法同M公钥体制及其诸多变型相比
在安全性、传信率、纠错能力以及正确解密概率等方面具有一定的优势。
Abstract
A public-key cryptosystem based on algebraic geometric codes was proposed.The cryptosystem is a pub-lic-key system combined with error correcting.Compared with M public-key system and some variants
the performance of the public-key cryptosystem was analyzed.It is shown that the security
information rate
error correcting
and prob-ability of correct decipher were improved.