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Actuarial deductions for early retirement

Bibliographic Data

ID21876829
AuthorsMARKUS KNELL (0000-0003-1620-1651, National Bank of Austria, corresponding author)
Year2021
Volume87
Issue2
Pages141-167
Publication date2021-06-01
Open AccessYes
TypeARTICLE
VenueJournal of Demographic Economics (JOURNAL)
Journal identifiersISSN: 2054-0892 • E-ISSN: 2054-0906
PublisherCambridge University Press (CUP) (PUBLISHER)
DOI10.1017/dem.2020.17
OpenAlexW2771624062
LanguageEN
References cited19

This paper studies how the rates of deduction for early retirement have to be determined in pay-as-you-go (PAYG) systems in order to keep their budget stable. The derivation of these deductions requires the use of a multiperiod intertemporal budget constraint that involves assumptions about the retirement behavior of past, present, and future cohorts. In general, it is not possible to calculate budget-neutral deductions from the budget constraint of a single individual who retires before the target retirement age—an approach that dominates the related literature. Only for specific cases one can use this second approach but then one has to adjust the discount rate to the assumption about collective retirement. If there is only one deviating individual, then the right choice is the market interest rate while for a stationary retirement distribution it is the internal rate of return of the PAYG system. In this case, the necessary deductions are lower than under the standard approach. This is also true for retirement ages that fluctuate randomly around a stationary distribution. Various long-run developments (e.g., increases in life expectancy or permanent changes in the average retirement age) might cause challenges for the sustainability of the pension system. These developments, however, can only be dealt with by adequate adjustments to the basic pension formulas and not by the use of deduction rates

Actuarial science · Econometrics · Economics · Pension · Pension system · Rate of return · Retirement age · Financial Literacy, Pension, Retirement Analysis · Fiscal Policy and Economic Growth · Mathematics · Retirement, Disability, and Employment · Finance

  • Pensions, the Option Value of Work, and Retirement

    James H Stock, David A Wise•Econometrica•1990

Highly citedNo

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