AISGA: Multi-objective parameters optimization for countermeasures selection through genetic algorithm

P. Nespoli, Félix Gómez Mármol, G. Kambourakis
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Abstract

Cyberattacks targeting modern network infrastructures are increasing in number and impact. This growing phenomenon emphasizes the central role of cybersecurity and, in particular, the reaction against ongoing threats targeting assets within the protected system. Such centrality is reflected in the literature, where several works have been presented to propose full-fledged reaction methodologies to tackle offensive incidents’ consequences. In this direction, the work in [18] developed an immuno-based response approach based on the application of the Artificial Immune System (AIS) methodology. That is, the AIS-powered reaction is able to calculate the optimal set of atomic countermeasure to enforce on the asset within the monitored system, minimizing the risk to which those are exposed in a more than adequate time. To further contribute to this line, the paper at hand presents AISGA, a multi-objective approach that leverages the capabilities of a Genetic Algorithm (GA) to optimize the selection of the input parameters of the AIS methodology. Specifically, AISGA selects the optimal ranges of inputs that balance the tradeoff between minimizing the global risk and the execution time of the methodology. Additionally, by flooding the AIS-powered reaction with a wide range of possible inputs, AISGA intends to demonstrate the robustness of such a model. Exhaustive experiments are executed to precisely compute the optimal ranges of parameters, demonstrating that the proposed multi-objective optimization prefers a fast-but-effective reaction.
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AISGA:基于遗传算法的多目标参数优化对策选择
针对现代网络基础设施的网络攻击越来越多,影响也越来越大。这种日益增长的现象强调了网络安全的核心作用,特别是对受保护系统内针对资产的持续威胁的反应。这种中心性反映在文献中,其中已经提出了一些作品,以提出成熟的反应方法来解决攻击性事件的后果。在这个方向上,[18]的工作基于人工免疫系统(AIS)方法的应用开发了一种基于免疫的应答方法。也就是说,人工智能驱动的反应能够计算出最优的原子对抗措施集,以便在被监测系统内对资产实施,从而在足够的时间内将暴露在这些资产上的风险降至最低。为了进一步促进这条线,手头的论文提出了AISGA,一种多目标方法,利用遗传算法(GA)的能力来优化AIS方法输入参数的选择。具体来说,AISGA选择最优的输入范围,以平衡最小化全局风险和方法的执行时间之间的权衡。此外,通过用广泛的可能输入淹没ais驱动的反应,AISGA打算证明这种模型的鲁棒性。通过穷举实验精确计算了参数的最优范围,结果表明所提出的多目标优化算法具有快速而有效的反应性。
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