基于深度强化学习的物联网安全防御策略算法

IF 3.2 Q2 COMPUTER SCIENCE, INFORMATION SYSTEMS High-Confidence Computing Pub Date : 2023-10-12 DOI:10.1016/j.hcc.2023.100167
Xuecai Feng, Jikai Han, Rui Zhang, Shuo Xu, Hui Xia
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引用次数: 0

摘要

目前,物联网(IoT)的重要隐私数据面临极高的泄漏风险。攻击者持续不断地对终端设备进行攻击,以获取至关重要的隐私数据。尽管近年来在深度强化学习防御策略方面取得了重大进展,但大多数防御方法仍面临防御资源分配效率低、防御协调能力不足等问题。为解决上述问题,本文构建了一个新颖的对抗性安全场景,并提出了一种集防御资源分配和巡逻检查于一体的安全博弈模型。针对上述博弈模型,本文设计了一种名为 SDSA 的深度强化学习算法来计算其安全防御策略。SDSA 通过在多维离散行动空间上搜索策略,计算出最适合防御方的最佳巡逻策略分配策略,并通过训练具有优先级经验重放的多智能对决双深度 Q 网络(D3QN),实现多个防御代理的高效合作。最后,实验结果表明,与 MADDPG 和 OptGradFP 方法相比,SDSA 学习的安全防御策略能为防御者提供一种可行且有效的安全防护策略,以抵御攻击。
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Security defense strategy algorithm for Internet of Things based on deep reinforcement learning

Currently, important privacy data of the Internet of Things (IoT) face extremely high risks of leakage. Attackers persistently engage in continuous attacks on terminal devices to obtain private data of crucial importance. Although significant progress has been made in recent years in deep reinforcement learning defense strategies, most defense methods still face problems such as low defense resource allocation efficiency and insufficient defense coordination capabilities. To solve the above problems, this paper constructs a novel adversarial security scenario and proposes a security game model that integrates defense resource allocation and patrol inspection. Regarding the above game model, this paper designs a deep reinforcement learning algorithm named SDSA to calculate its security defense strategy. SDSA calculates the allocation strategy of the best patrolling strategy that is most suitable for the defender by searching the policy on a multi-dimensional discrete action space, and enables multiple defense agents to cooperate efficiently by training a multi-intelligent Dueling Double Deep Q-Network (D3QN) with prioritized experience replay. Finally, the experimental results show that the SDSA-learned security defense strategy can provide a feasible and effective security protection strategy for defenders against attacks compared to the MADDPG and OptGradFP methods.

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