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Stackelberg Reinsurance Games From a Single Game to a Chain of Game

  • 演讲者:邹斌(康涅狄格大学)

  • 时间:2023-04-13 16:30-17:30

  • 地点:理学院大楼M5024

Abstract

In this talk, I will present some recent development on Stackelberg reinsurance games. The first part introduces a tractable Stackelberg game model to study a single reinsurance contracting problem in which the insurer (buyer) chooses the contract indemnity, and the reinsurer (seller) sets the contract premium. We are able to obtain closed-form equilibrium strategies for both players and discuss their economic implications. The second part studies a chain of Stackelberg reinsurance games, in which the risk from the insurer is shared sequentially among n reinsurers. We not only solve such n linked games explicitly but also analyze the optimality of reinsurance chains. In the last part, we will briefly mention another reinsurance structure – tree, in which the risk from the insurer is shared parallelly among reinsurers.

This talk is based on a series of joint works with Jingyi Cao (York), Dongchen Li (Brock), and Virginia Young (Michigan).