Deceiving Cyber Adversaries: A Game Theoretic Approach

Aaron Schlenker (University of Southern California), Omkar Thakoor (University of Southern California), Haifeng Xu (University of Southern California), Fei Fang (Carnegie Melon University), Milind Tambe (University of Southern California), Long Tran-Thanh (University of Southampton), Phebe Vayanos (University of Southern California), Yevgeniy Vorobeychik (Vanderbilt University)

Abstract

An important way cyber adversaries find vulnerabilities in modern networks is through reconnaissance, in which they attempt to identify configuration specifics of network hosts. To increase uncertainty of adversarial reconnaissance, the network administrator (henceforth, defender) can introduce deception into responses to network scans, such as obscuring certain system characteristics. We introduce a novel game-theoretic model of deceptive interactions of this kind between a defender and a cyber attacker, which we call the Cyber Deception Game. We consider both a powerful (rational) attacker, who is aware of the defender's exact deception strategy, and a naive attacker who is not. We show that computing the optimal deception strategy is NP-hard for both types of attackers. For the case with a powerful attacker, we provide a mixed-integer linear program solution as well as a fast and effective greedy algorithm. Similarly, we provide complexity results and propose exact and heuristic approaches when the attacker is naive. Our extensive experimental analysis demonstrates the effectiveness of our approaches.