Asymptotic Security using Bayesian Defense Mechanism with Application to Cyber Deception
Hampei Sasahara, Henrik Sandberg

TL;DR
This paper demonstrates that a Bayesian defense mechanism can asymptotically detect attacks or induce nominal behavior in control systems, with applications to cyber deception strategies that mislead attackers.
Contribution
It introduces a stochastic signaling game framework to analyze defender and attacker dynamics, proving asymptotic security guarantees under certain conditions.
Findings
Belief of true scenario converges at equilibrium
Defender can asymptotically detect attacks with high confidence
Deception can cause attackers to cease attacks even without vulnerability awareness
Abstract
This paper addresses the question whether model knowledge can guide a defender to appropriate decisions, or not, when an attacker intrudes into control systems. The model-based defense scheme considered in this study, namely Bayesian defense mechanism, chooses reasonable reactions through observation of the system's behavior using models of the system's stochastic dynamics, the vulnerability to be exploited, and the attacker's objective. On the other hand, rational attackers take deceptive strategies for misleading the defender into making inappropriate decisions. In this paper, their dynamic decision making is formulated as a stochastic signaling game. It is shown that the belief of the true scenario has a limit in a stochastic sense at an equilibrium based on martingale analysis. This fact implies that there are only two possible cases: the defender asymptotically detects the attack…
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Taxonomy
TopicsInformation and Cyber Security · Network Security and Intrusion Detection · Opinion Dynamics and Social Influence
