@InProceedings{zhou_196,
    title = {Information design for multiple independent and self-interested defenders: work less, pay off more},
    author = {Zhou, Chenghan and Spivey, Andrew and Xu, Haifeng and Hong Nguyen, Thanh},
    abstract = {This paper studies the problem of information design in a general security game setting in which multiple independent self-interested defenders attempt to provide protection simultaneously on the same set of important targets against an unknown attacker. A principal, who can be one of the defenders, has access to certain private information (i.e., attacker type) whereas other defenders do not. We investigate the  question of how that principal, with additional private information, can influence the decisions of the defenders by partially and strategically revealing her information. We focus on the algorithmic study of information design for private signaling in this game setting. In particular, we develop a polynomial-time ellipsoid algorithm to compute an optimal private signaling scheme. Our key finding is that the separation oracle in the ellipsoid approach can be carefully reduced to bipartite matching. Furthermore, we introduce a compact representation of any ex-ante persuasive signaling schemes by exploiting intrinsic security resource allocation structures, enabling us to compute an optimal scheme significantly faster. Our experiment results show that by strategically revealing private information, the principal can significantly enhance the protection effectiveness on the targets.  }
}

