Titlebook: Bonus-Malus Systems in Automobile Insurance; Jean Lemaire Book 1995 Springer Science+Business Media New York 1995 Distribution.deregulatio

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Book 1995eated to evaluatethat toughness and provide a tentative classification of all systems.Then, factor analysis is used to aggregate and summarize the data, andprovide a final ranking of all systems. Part III is an up-to-datereview of all the probability models that have been proposed for thedesign of a

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A Typical Bonus-Malus Evolution: The Belgian Case classification variables in the rating of automobile third-party liability policies. Only some characteristics of the car model (engine displacement or power, sporting nature) were used to differentiate premiums, along with a very moderate deductible for young drivers. Territory was used by only a

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Models for the Claim Number Distributionoisson distribution is shown to provide a good description of the behavior of individual policyholders. It will be used in chapters 4 to 9 to compare the different BMS from a policyholder’s perspective. The Poisson is, however, inadequate to describe the number of losses in an insurance portfolio. T

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Tool 2: The Coefficient of Variation of the Insured’s Premiumsthe variability of insureds’ payments is zero. With experience rating, personalized premiums will vary from year to year, according to claims history; cooperation between drivers is weakened. Solidarity between insureds can be evaluated by a measure of the variability of annual premiums. The coeffic

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