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An ID-based key sharing scheme based on discrete logarithm problem over a product of three primes

机译:在三个素数乘积上基于离散对数问题的基于ID的密钥共享方案

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摘要

In 1990, the present authors proposed the first ID-based non-interacrive key sharing scheme (ID-NIKS) based on the discrete logarithm problem (DLP) over a composite number $n$. With a rapid progress of computer system for the last two decades, ID-NIKS based on DLP over $n$ would have more chance to be applied practically. However, there existed no secure ID-NIKS based on DLP over $n$ against the square-root attack when $n$ is a product of three prime numbers. In this paper, we propose an ID-NIKS based on DLP over a product of three prime numbers which can circumvent the square-root attack.
机译:1990年,本作者提出了第一个基于复合对数$ n $上的离散对数问题(DLP)的基于ID的非交互密钥共享方案(ID-NIKS)。在过去的二十年中,随着计算机系统的飞速发展,基于DLP的$-$的ID-NIKS将有更多的实际应用机会。但是,当$ n $是三个质数的乘积时,不存在针对$ n $的基于DLP的安全ID-NIKS,以防平方根攻击。在本文中,我们提出了一种基于DLP的ID-NIKS,该ID-NIKS可以绕开平方根攻击的三个素数乘积。

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