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自1985年Koblitz和Miller首次提出椭圆曲线密码之后,这种公钥密码的潜力越来越被人们所认识。首先对椭圆曲线及其相关知识做了简单介绍,而后以相当篇幅从三个方面介绍当前椭圆曲线密码的研究热点,最后给出典型椭圆曲线密码。作为一篇综述,文中反映了椭圆曲线密码的发展状况以及当前所面临的问题,体现了该领域目前的最新成就。
Since Koblitz and Miller first proposed elliptic curve cryptography in 1985, the potential of such public-key cryptography has become more and more recognized. First of all, we briefly introduce the elliptic curve and its related knowledge, then introduce the research hotspot of the current elliptic curve cryptography from three aspects with a considerable length, and finally give the typical elliptic curve cryptography. As a review, the article reflects the development of elliptic curve cryptography and the current problems faced, reflecting the latest achievements in this field.