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Designing optimal linear rules for flexible retirement

  • ANDRÁS SIMONOVITS (a1) (a2)
Abstract

This paper applies the method of mechanism design to find optimal linear pension rules (contribution rate and monthly benefit function) for flexible retirement: First the government announces a rule, making the benefit dependent on employment length. Each individual, having private information on his own expected lifespan and utility function, optimizes his employment length, conditional on that rule. The government chooses the optimal Bayesian linear rule, which maximizes the social welfare (e.g. the aggregate individual maxima) under a social constraint (e.g. the aggregate net lifetime contribution equals zero). Under this rule there is a better compromise between incentives and insurance than under so-called actuarially fair benefits.

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I express my special debt to Péter Eső, from whom I have learned a lot during our joint work on flexible retirement (cf. Eső and Simonovits, 2002). I also acknowledge the support of Peter Diamond, who has kindly sent me a copy of his then unpublished book (Diamond, 2003) and has made useful remarks on an earlier version of my paper. The comments of Péter Alács, of the participants at a CORE (Louvain-la-Neuve) seminar and of the anonymous referees are appreciated. I acknowledge the financial support of the Hungarian Science Foundation OTKA T 037383 and of the OKTK B2093/VI/02.
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Journal of Pension Economics & Finance
  • ISSN: 1474-7472
  • EISSN: 1475-3022
  • URL: /core/journals/journal-of-pension-economics-and-finance
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