Article ID Journal Published Year Pages File Type
5076172 Insurance: Mathematics and Economics 2017 18 Pages PDF
Abstract

We work with a multi-period system where a finite number of agents need to share multiple monetary risks. We look for the solutions that are both Pareto efficient utility-wise and financially fair value-wise. A buffer enables the inter-temporal capital transfer. Expected utility is used to evaluate the utility, and a risk-neutral measure is essential for determining the risk sharing rules. It can be shown that in the model setting there always exists a unique risk sharing rule that is both Pareto efficient and financially fair. An iterative algorithm is introduced to calculate this rule numerically.

Related Topics
Physical Sciences and Engineering Mathematics Statistics and Probability
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