关于使用弱密钥的非交互式消息身份验证的下界的说明

Divesh Aggarwal, Alexander Golovnev
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引用次数: 0

摘要

在本文中,我们证明了安全消息认证所需的随机源熵量的下界。我们考虑了使用最小熵k的弱密钥的非交互式c时间消息认证问题。我们证明了使用(c+1)智能独立哈希函数的现有结构是最优的。这个结果解决了Dodis和Spencer[1]的工作遗留下来的一个主要问题,他们考虑了对一位消息进行一次性消息认证的问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A note on lower bounds for non-interactive message authentication using weak keys
In this note, we prove lower bounds on the amount of entropy of random sources necessary for secure message authentication. We consider the problem of non-interactive c-time message authentication using a weak secret key having min-entropy k. We show that existing constructions using (c+1)-wise independent hash functions are optimal. This result resolves one of the main questions left open by the work of Dodis and Spencer [1] who considered this problem for one-time message authentication of one-bit messages.
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