Recent security incidents worldwide demonstrate the increase in the complexity and severity of cyber security threats. The attackers become better organized and the attack vectors are using more advanced methods and tools. Therefore, within the currently evolving and complex 5G cyber security landscape, both businesses and end-users need to find ways to enhance their cyber security preparedness level in order to safeguard their infrastructures and assets. Additionally, modern organizations need to invest in cyber security technologies to proactively address the identified cyber risks, based on the specific individual characteristics of their infrastructures. For this reason, investing in cyber security constitutes nowadays an essential financial and operational decision aiming to reduce the financial risk that successful cyber-attacks entail. In this paper, we demonstrate how capital budgeting techniques for gauging the financial risk of cyber attacks may be integrated within an optimisation model for optimal selection of mitigation measures into a single unified decision-making framework.
Meeting ambitious sustainability targets motivated by climate change concerns requires the structural transformation of many industries and the careful alignment of firm-and Government-level policymaking. While private firms rely on Government support to achieve timely the necessary green investment intensity, Governments rely on private firms to tackle financial constraints and technology transfer. This interaction is analysed in the real options literature only under risk neutrality, and, consequently, the implications of risk aversion due to the idiosyncratic risk that green technologies entail are overlooked. To analyse how this interaction impacts a firm's investment policy and a Government's subsidy design under uncertainty and risk aversion, we develop a real options framework, whereby: (i) we solve the firm's investment problem assuming an exogenous subsidy; (ii) conditional on the firm's optimal investment policy, we address the Government's optimisation objective and derive the optimal subsidy level; (iii) we insert the optimal subsidy level in (i) to derive the firm's endogenous investment policy. Contrary to existing literature, results indicate that greater risk aversion lowers the amount of installed capacity yet postpones investment. Also, although greater uncertainty raises the optimal subsidy under risk neutrality, the impact of uncertainty is reversed under high levels of risk aversion.
Assessing and controlling cyber risk is the cornerstone of information security management, but also a formidable challenge for organisations due to the uncertainties associated with attacks, the resulting risk exposure, and the availability of scarce resources for investment in mitigation measures. In this paper, we propose a cybersecurity decision-support framework, called CENSOR, for optimal cyber security investment. CENSOR accounts for the serial nature of a cyber attack, the uncertainty in the time required to exploit a vulnerability, and the optimisation of mitigation measures in the presence of a limited budget. First, we evaluate the cost that an organisation incurs due to a cyber security breach that progresses in stages and derive an analytical expression for the distribution of the present value of the cost. Second, we adopt a Set Covering and a Knapsack formulation to derive and compare optimal strategies for investment in mitigation measures. Third, we validate CENSOR via a case study of a small business (SB) based on: (i) the 2020 Common Weakness Enumeration (CWE) top 25 most dangerous software weaknesses; and (ii) the Center for Internet Security (CIS) Controls. Specifically, we demonstrate how the Knapsack formulation provides solutions that are both more affordable and entail lower risk compared to those of the Set Covering formulation. Interestingly, our results confirm that investing more in cybersecurity does not necessarily lead to an analogous cyber risk reduction, which indicates that the latter decelerates beyond a certain point of security investment intensity.
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