An Improved Binary Authentication Tree Algorithm for Vehicular Networks

Huaqun Wang, Bo Qin, J. Domingo-Ferrer
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引用次数: 6

Abstract

Vehicular networks are gaining popularity because vehicular communications are able to help minimize accidents, improve traffic conditions, etc. To avoid malicious attacks and potential abuse, employing digital signatures is widely recognized as the most efficient approach for vehicular networks. However, when the number of signatures received by a roadside unit (RSU) becomes large, a scalability problem emerges immediately: it can be difficult for the RSU to sequentially verify every received signature within 100-300ms as required by the current Dedicated Short Range Communications (DSRC) broadcast protocol. Jiang et al. proposed a robust and efficient signature scheme for vehicular-to-infrastructure communications, called binary authentication tree. In this paper, we show that their binary authentication algorithm is insecure to at least two attacks. The first attack shows that the original binary authentication algorithm is universally forgeable under chosen-message attacks, i.e., the attacker can forge other vehicles' authentication on any message under chosen-message attack. The second attack shows that the original binary authentication algorithm is universally forgeable, i.e., the attacker can forge other vehicles' authentication on any message at will. Although Jiang et al.'s scheme is insecure, it can be repaired. Using the binary authentication tree model, we repair their scheme in order to make it provably secure and efficient.
一种改进的车载网络二叉认证树算法
车载网络越来越受欢迎,因为车载通信能够帮助减少事故,改善交通状况等。为了避免恶意攻击和潜在的滥用,使用数字签名被广泛认为是车辆网络最有效的方法。然而,当路边单元(RSU)接收到的签名数量变大时,可扩展性问题立即出现:RSU很难按照当前专用短程通信(DSRC)广播协议的要求,在100-300ms内依次验证每个接收到的签名。Jiang等人提出了一种鲁棒且高效的车对基础设施通信签名方案,称为二进制认证树。在本文中,我们证明了他们的二进制认证算法对至少两种攻击是不安全的。第一次攻击表明,在选择消息攻击下,原始的二进制认证算法具有普遍可伪造性,即攻击者可以在选择消息攻击下对任何消息伪造其他车辆的认证。第二次攻击表明,原始的二进制认证算法具有普遍可伪造性,即攻击者可以任意伪造其他车辆对任何消息的认证。虽然Jiang等人的方案是不安全的,但它是可以修复的。利用二叉认证树模型对其方案进行修复,使其具有可证明的安全性和有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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