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Optimal strategy selection approach to moving target defense based on Markov robust game

机译:基于马尔可夫鲁棒博弈的运动目标防御最优策略选择方法

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Moving target defense, as a "game-changing" security technique for network warfare, thwarts the apparent certainty of attackers by transforming the network resource vulnerabilities. In order to enhance the defense of unknown security threats, a novel of optimal strategy selection approach to moving target defense based on Markov robust game is first proposed in this paper. Firstly, moving target defense model based on moving attack and exploration surfaces is defined. Thus, the random emerging of vulnerabilities is described, as well as the cognitive and behavioral difference of offensive and defensive sides caused by defensive transformation. Based on it, Markov robust game model is constructed to depict the multistage and multistate features of moving target defense confrontation, in which the unknown prior information in incomplete information assumption are illustrated by combining Markov decision process with robust game theory. Further, the existence of optimal strategy of Markov robust game is proved. Additionally, by equivalent converting optimal strategy selection into a nonlinear programming problem, an efficient optimal defensive strategy selection algorithm is designed. Finally, simulation and deduction of the proposed approach are given in the case study so as to demonstrate the feasibility of constructed game model and effectiveness of the proposed approach. (C) 2019 Elsevier Ltd. All rights reserved.
机译:移动目标防御作为一种用于网络战的“改变游戏规则”的安全技术,通过改变网络资源漏洞来破坏攻击者的明显确定性。为了增强对未知安全威胁的防御能力,提出了一种基于马尔可夫鲁棒博弈的移动目标防御最优策略选择方法。首先,定义了基于移动攻击和探索面的移动目标防御模型。因此,描述了漏洞的随机出现,以及由防御转换引起的攻击方和防御方在认知和行为上的差异。在此基础上,构造了马尔可夫鲁棒博弈模型,描述了运动目标防御对抗的多阶段,多状态特征,结合了马尔可夫决策过程和鲁棒博弈论,给出了不完全信息假设下的未知先验信息。进一步证明了马尔可夫鲁棒博弈最优策略的存在。另外,通过将最优策略选择等效转换为非线性规划问题,设计了一种有效的最优防御策略选择算法。最后,在案例研究中对所提方法进行了仿真和推论,以证明所构建博弈模型的可行性和所提方法的有效性。 (C)2019 Elsevier Ltd.保留所有权利。

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