Games on signed graphs
Games on signed graphs
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DOI：
10.1016/j.automatica.2022.110243
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发表时间：
2022-06
期刊：
影响因子：
--
通讯作者：
Yuke Li;A. Morse
中科院分区：
文献类型：
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作者：
Yuke Li;A. Morse
外交政策和国家安全的决策者不断面临着敌对的网络环境。在这种环境下，对这些决策者负责的“实体”（即政治机构和军事组织）通过友好和敌对关系的网络联系在一起。所谓“网络化的政治行为”，是指一个人的行为总是会因为世界的连通性而在世界范围内传播影响。本文包含了国际安全环境中理性主体战略互动的一般数学框架，有助于得出其理论和实践意义。这个被称为“签名图博弈”的理论框架研究了国家如何通过安全和关系动态在全球网络环境中努力生存和成功。本文将研究两种博弈，一种称为权力分配博弈，另一种称为签名网络形成博弈。理论发现，现实世界的应用，和可能的扩展将提出和讨论。
Decision-makers in foreign policy and national security are constantly confronted with an adversarial, networked environments. In such an environment, the “entities” (i.e., political establishments and military organizations) to whom those decision-makers are answerable are connected through a web of friendly and adversarial relationships. By a “networked political behavior” means that one’s behavior can always propagate influences across the world for the world’s connectedness. This paper contains a general, mathematical framework of rational agents’ strategic interactions in the international security environment, which helps to draw theoretical and practical implications thereof. The theoretical framework called “games on signed graphs” examines how countries strive to survive and succeed in a globally networked environment through security and relation dynamics. Two games will be studied, with one called the power allocation game and the other called the signed network formation game. Theoretical findings, real-world applications, and possible extensions will be presented and discussed.