Eeckhoudt, Louis
[UCL]
Bauwens, Luc
[UCL]
Briys, E.
Scarmure, P.
(eng)
Using an expected utility approach the effect of "risk subdividing" on insurance demand is analyzed. The results indicate that when the total property at risk is scattered only on a small number of pieces (with independent risks), risk retention becomes very attractive relatively to market insurance with a positive loading.
Bibliographic reference |
Eeckhoudt, Louis ; Bauwens, Luc ; Briys, E. ; Scarmure, P.. The Law of Large (small) Numbers and the Demand for Insurance. In: Journal of Risk and Insurance, Vol. 58, no. 3, p. 438-451 (1991) |
Permanent URL |
http://hdl.handle.net/2078.1/51344 |