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Multicast Authentication in the Smart Grid With One-Time Signature

机译:具有一次性签名的智能电网中的多播身份验证

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摘要

Multicast has been envisioned to be useful in many smart grid applications such as demand-response, wide area protection , in-substation protection and various operation and control. Since the multicast messages are related to critical control, authentication is necessary to prevent message forgery attacks. In this paper, we first identify the requirements of multicast communication and multicast authentication in the smart grid. Based on these requirements, we find that one-time signature based multicast authentication is a promising solution, due to its short authentication delay and low computation cost. However, existing one-time signatures are not designed for the smart grid and they may have high storage and bandwidth overhead. To address this problem, we propose a new one-time signature scheme which can reduce the storage cost by a factor of 8 and reduce the signature size by 40% compared with existing schemes. Thus, our scheme is more appropriate for smart grid applications where the receivers have limited storage (e.g., home appliances and field devices) or where data communication is frequent and short (e.g., phasor data). These gains are at the cost of increased computations in signature generation and/or verification and fortunately our scheme can flexibly allocate the computations between the sender and receiver based on their computing resources. We formulate the computation allocation as a nonlinear integer programming problem to minimize the signing cost under a certain verification cost and propose a heuristic solution to solve it.
机译:可以预见,组播可在许多智能电网应用中使用,例如需求响应,广域保护,变电站内保护以及各种操作和控制。由于多播消息与关键控制相关,因此必须进行身份验证才能防止消息伪造攻击。在本文中,我们首先确定智能电网中的多播通信和多播身份验证的要求。基于这些要求,我们发现基于一次性签名的多播身份验证由于其较短的身份验证延迟和较低的计算成本而成为一种有前途的解决方案。但是,现有的一次性签名不是为智能电网设计的,它们可能具有很高的存储和带宽开销。为了解决这个问题,我们提出了一种新的一次性签名方案,与现有方案相比,该方案可以将存储成本降低8倍,并将签名大小减少40%。因此,我们的方案更适合于接收器的存储空间有限(例如,家用电器和现场设备)或数据通信频繁且短暂(例如,相量数据)的智能电网应用。这些收益是以增加签名生成和/或验证中的计算为代价的,幸运的是,我们的方案可以根据发送方和接收方的计算资源灵活地分配计算。我们将计算分配公式化为非线性整数规划问题,以在一定的验证成本下使签名成本最小化,并提出启发式解决方案。

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