Optimal Level and Allocation of Cybersecurity Spending: Model and Formula

Shaun S. Wang
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引用次数: 11

Abstract

This paper presents mathematical models for cyber breach probability as function of security spending in protecting a firm’s ICT systems. We derive optimal level of security investment as percentage of value-at-risk. We show that the upper bound of optimal investment can be 1/e, 1/√2π or other percentages of value-at-risk, depending on the cyber breach probability model. We apply the models to derive optimal security budget allocation for protecting ICT systems with multiple areas of vulnerability and multiple data assets. Our analysis highlights the importance of security measures to cover the full spectrum of areas of vulnerability; neglecting one area of vulnerability can render the security investment ineffective and wasteful. Moreover, optimal economic value can be achieved by differential treatment of a firm’s high-value data assets.
网络安全支出的最优水平与分配:模型与公式
本文提出了网络入侵概率作为保护公司信息通信技术系统安全支出函数的数学模型。我们以风险价值的百分比推导出最优的证券投资水平。我们表明,根据网络泄露概率模型,最优投资的上限可以是1/e、1/√2π或其他风险价值百分比。我们应用这些模型推导出保护具有多个漏洞区域和多个数据资产的ICT系统的最佳安全预算分配。我们的分析强调了安全措施覆盖所有漏洞领域的重要性;忽视某一领域的漏洞可能导致安全投资无效和浪费。此外,通过对企业高价值数据资产的差别处理,可以实现最优经济价值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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