ECAAP‐SG: Efficient certificateless anonymous authentication protocol for SG

IF 2.1 Q3 COMPUTER SCIENCE, INFORMATION SYSTEMS Security and Privacy Pub Date : 2022-10-05 DOI:10.1002/spy2.273
Egide Nkurunziza, Lawrence Tandoh, Issameldeen Elfadul, Fagen Li
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引用次数: 2

Abstract

A smart meter (SM) is an essential device within a smart grid (SG). It collects electrical power data from the customer and reports it to the service provider at regular intervals. Unfortunately, these regular reports may disclose confidential customer information without their knowledge. Moreover, SM is a device with limited resources, which means it cannot manage heavy security protocols. To mitigate these problems, an efficient certificateless anonymous authentication protocol for SG (ECAAP‐SG) protocol was designed. It cannot allow an adversary to tap into the communication channel and access exchanged information. In addition, the designed scheme fits SM's resource capacity. Furthermore, the authentication security provided by ECAAP‐SG guarantees that legal entities are communicating. Moreover, ECAAP‐SG provides key agreement security that establishes the session key. The established session key will be used to secure future communication. Besides, a random oracle model is used for the security analysis of the proposed protocol, and we prove that it is secure under the discrete logarithm problem and the computational Diffie–Hellman problem.
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ECAAP‐SG: SG的高效无证书匿名认证协议
智能电表是智能电网中必不可少的设备。它从客户那里收集电力数据,并定期向服务提供商报告。不幸的是,这些常规报告可能会在客户不知情的情况下泄露机密客户信息。此外,SM是一种资源有限的设备,这意味着它无法管理繁重的安全协议。为了解决这些问题,设计了一种高效的无证书匿名认证协议(ECAAP - SG)。它不能允许对手进入通信通道并访问交换的信息。此外,所设计的方案符合SM的资源容量。此外,ECAAP - SG提供的认证安全性保证了法律实体之间的通信。此外,ECAAP - SG还提供了建立会话密钥的密钥协议安全性。建立的会话密钥将用于保护未来的通信。利用随机oracle模型对该协议进行了安全性分析,并证明了该协议在离散对数问题和计算型Diffie-Hellman问题下是安全的。
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