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arXiv 2201.04308cs.GTmath.OC
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针对相互依赖风险的合作安全

Cooperative Security Against Interdependent Risks

Sanjith Gopalakrishnan, Sriram Sankaranarayanan

AI总结:

本研究构建相互依赖安全的图论模型,证明网络最优策略可多项式时间计算,分析不同信息假设下成本分摊机制对合作的维持作用,设计并推广了合意分配机制。

摘要:

供应链或战略联盟等组织间网络中的企业面临相互依赖的风险。这类风险可在合作企业之间转移,可分解为企业自身运营带来的内在风险,以及从合作伙伴转移而来的外在风险。企业大致有两种安全策略:一是通过加固与合作伙伴的连接,独立消除内在和外在风险;二是与合作伙伴合作,消除网络中的内在风险源。我们构建了一个基于图论的相互依赖安全模型,并证明网络最优安全策略可在多项式时间内计算得出。随后,我们运用合作博弈论工具,探究企业能否以及何时通过兼具稳定性、公平性、可计算性,且可通过一系列双边成本分摊安排实施的成本分摊机制,维持网络最优安全策略。我们考虑了网络中不同的信息假设,结果表明:当参与者仅知晓自身成本时,企业有明确的全局合作动机;而在信息公开的情况下,可能不存在能维持全网合作的成本分摊机制。我们设计了一种新颖的成本分摊机制——合意分配(agreeable allocation),该机制易于计算、可双边实施,能保证稳定性,且在明确定义的意义上具备公平性,但合意分配并非始终存在。我们随后推广了不同层级的合意分配,这类分配的可实施性属性较弱,但存在性更有保障。

英文摘要:

Firms in inter-organizational networks such as supply chains or strategic alliances are exposed to interdependent risks. These are risks that are transferable across partner firms. They can be decomposed into intrinsic risks a firm faces from its own operations and extrinsic risks transferred from its partners. Firms broadly have access to two security strategies: either they can independently eliminate both intrinsic and extrinsic risks by securing their links with partners, or alternatively, firms can cooperate with partners to eliminate sources of intrinsic risk in the network. We develop a graph-theoretic model of interdependent security and demonstrate that the network-optimal security strategy can be computed in polynomial time. Then, we use cooperative game-theoretic tools to examine whether and when firms can sustain the network-optimal security strategy via cost-sharing mechanisms that are stable, fair, computable, and implementable via a series of bilateral cost-sharing arrangements. We consider different informational assumptions in the network and show that, when the players know only their own costs, firms have a clear incentive to cooperate globally whereas, in the presence of public information, there may not exist cost-sharing mechanisms that can sustain network-wide cooperation. We then design a novel cost-sharing mechanism: the agreeable allocation, that is easy to compute, bilaterally implementable, ensures stability, and is fair in a well-defined sense. However, the agreeable allocation need not always exist. We then generalize levels of agreeable allocation, with weaker implementability properties but greater existence guarantees.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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