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Detection of Wrongly Directed Messages by Efficient Fault-Tolerance Signatures

机译:通过有效的容错签名检测错误定向的消息

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When a message is wrongly directed due to a technical fault, it causes the receiver to assume that its sender was some node y instead of the true sender x, if the error remains undetected. To prevent from this kind of confusion the sender adds a digital signature to the message, which is checked by the receiver. The signature is called fault-tolerance signature since it needs to withstand technical faults, not intelligent human attacks. This paper presents a signature technique that requires just a minor computational overhead. Moreover, the signature is combined with the CRC of the message in a way that it needs only 2, only 1, or even no extra bit, depending on the variant of the technique. The socalled odd multiplication is introduced as a double-sided bijective mapping that allows signature generation by just one multiplication and a few one-cycle instructions. A signature generated with any wrong key, or generated by misusing a signature test key is guaranteed to be detected (100% coverage). The coverage of bit flips or bursts by the combination of CRC and signature is quantified by extensive simulation for various message parameters. Compared to a pure CRC the coverage of a fault-tolerance signature is somewhat worse (as expected), but does not differ much.
机译:如果由于技术故障而错误地定向了消息,则如果错误仍未被发现,则接收方将假定其发送方是某个节点y而不是真正的发送方x。为了避免这种混乱,发送者在消息中添加了数字签名,接收者会对其进行检查。该签名称为容错签名,因为它需要承受技术故障,而不是智能的人为攻击。本文提出了一种签名技术,只需要很少的计算开销。此外,根据技术的变体,签名以仅需要2位,仅1位甚至不需要额外位的方式与消息的CRC组合。所谓的奇数乘法是作为一种双向双射映射引入的,该映射仅允许通过一个乘法和几个单周期指令生成签名。可以确保检测到使用任何错误密钥生成的签名,或者通过滥用签名测试密钥生成的签名(覆盖率100%)。通过对各种消息参数进行广泛的仿真,可以量化CRC和签名相结合所引起的位翻转或猝发的覆盖范围。与纯CRC相比,容错签名的覆盖范围稍差(如预期),但相差不大。

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