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A game theory model of cybersecurity investments with information asymmetry

机译:信息不对称的网络安全投资博弈模型

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In this paper, we develop a game theory model consisting of sellers and buyers with sellers competing non-cooperatively in order to maximize their expected profits by determining their optimal product transactions as well as cybersecurity investments. The buyers reflect their preferences through the demand price functions, which depend on the product demands and on the average level of security in the marketplace. We demonstrate that the governing equilibrium conditions of this model with security information asymmetry can be formulated as a variational inequality problem. We provide qualitative properties and propose an algorithmic scheme that is easy to implement. Three sets of numerical examples are presented which reveal the impacts of the addition of buyers and sellers and a variety of changes in demand price and investment cost functions on the equilibrium product transaction and security level patterns.
机译:在本文中,我们开发了一个由买卖双方组成的博弈模型,其中卖方进行非合作性竞争,以便通过确定最佳产品交易和网络安全投资来最大化其预期利润。买方通过需求价格函数反映他们的偏好,需求价格函数取决于产品需求和市场平均安全水平。我们证明,具有安全信息不对称性的该模型的控制均衡条件可以表述为变分不等式问题。我们提供定性性质,并提出一种易于实现的算法方案。给出了三组数值示例,揭示了买卖双方的增加以及需求价格和投资成本函数的各种变化对均衡产品交易和证券水平模式的影响。

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