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Bonus-malus Systems in a Deregulated Environment: Forecasting Market Shares Using Diffusion Models

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  • Viswanathan, Krupa S.
  • Lemaire, Jean

Abstract

In a deregulated insurance market, insurance carriers have an incentive to be innovative in their pricing decisions by segmenting their portfolios and designing new bonus-malus systems (BMS). This paper examines the evolution of market shares and claim frequencies in a two-company market, when one insurer breaks off the existing stability by introducing a super-discount class in its BMS. Several assumptions concerning policyholders and insurers behavior are tested. Diffusion theory is used to model the spread of the information concerning the new BMS among prospective customers. A wide variety of market outcomes results: one company may take over the market or the two may survive with equal or unequal market shares, each specializing in a specific niche of the market. Before engaging in an aggressive competitive behavior, insurers should consequently be reasonably confident in their assumptions concerning the reactions of their policyholders to the new BMS.

Suggested Citation

  • Viswanathan, Krupa S. & Lemaire, Jean, 2005. "Bonus-malus Systems in a Deregulated Environment: Forecasting Market Shares Using Diffusion Models," ASTIN Bulletin, Cambridge University Press, vol. 35(1), pages 299-319, May.
  • Handle: RePEc:cup:astinb:v:35:y:2005:i:01:p:299-319_01
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    Cited by:

    1. Centeno, M.L. & Guerra, M., 2010. "The optimal reinsurance strategy -- the individual claim case," Insurance: Mathematics and Economics, Elsevier, vol. 46(3), pages 450-460, June.
    2. Dhiti Osatakul & Xueyuan Wu, 2021. "Discrete-Time Risk Models with Claim Correlated Premiums in a Markovian Environment," Risks, MDPI, vol. 9(1), pages 1-23, January.

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