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On the Effectiveness of Security Countermeasures for Critical Infrastructures

机译:关键基础设施安全对策的有效性

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A game-theoretic model is developed where an infrastructure of N targets is protected against terrorism threats. An original threat score is determined by the terrorist's threat against each target and the government's inherent protection level and original protection. The final threat score is impacted by the government's additional protection. We investigate and verify the effectiveness of countermeasures using empirical data and two methods. The first is to estimate the model's parameter values to minimize the sum of the squared differences between the government's additional resource investment predicted by the model and the empirical data. The second is to develop a multivariate regression model where the final threat score varies approximately linearly relative to the original threat score, sectors, and threat scenarios, and depends nonlinearly on the additional resource investment. The model and method are offered as tools, and as a way of thinking, to determine optimal resource investments across vulnerable targets subject to terrorism threats.
机译:建立了一种博弈论模型,其中保护了N个目标的基础结构免受恐怖主义威胁。原始威胁分数取决于恐怖分子对每个目标的威胁以及政府的固有保护水平和原始保护。最终威胁分数受政府额外保护的影响。我们使用经验数据和两种方法调查并验证对策的有效性。首先是估计模型的参数值,以最小化模型预测的政府额外资源投资与经验数据之间的平方差之和。第二个是开发一个多元回归模型,其中最终威胁得分相对于原始威胁得分,扇区和威胁情景近似线性变化,并且非线性依赖于额外的资源投资。该模型和方法是作为工具和一种思维方式提供的,用于确定跨恐怖主义威胁的脆弱目标的最佳资源投资。

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