Abstract
This paper deals with the problem of pricing a financial product relying on an index of reported claims from catastrophe
insurance. The problem of pricing such products is that, at a fixed time in the trading period, the total claim amount from the catastrophes occurred is not known. Therefore, one has to price these products solely from knowing the aggregate amount of the reported claims at the fixed time point. This paper will propose a way to handle this problem, and will thereby extend the existing pricing models for products of this kind.
Keywords: Insurance futures; Derivatives; Claims-process; Catastrophe insurance; Mixed Poisson model; Change of measure; Expected utility; Approximations
Volume
27:2
Page
189-200
Year
2000
Categories
Actuarial Applications and Methodologies
Ratemaking
Large Loss and Extreme Event Loading
Financial and Statistical Methods
Extreme Event Modeling
Publications
Insurance: Mathematics & Economics