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Decompositions of 1 That Incorporate Growth

机译:分解增长的1的分解

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摘要

We have developed generalizations of formulae presented in our two previous papers in this series. Generalizations allow for payments to grow in both additive and multiplicative decompositions of 1 using the NDR. We also generalized the decomposition of 1 consisting of whole life annuity and insurance components by allowing whole life annuity payments to grow. Finally, we considered a tontine that provided higher payments in early retirement and imposed negative growth that was offset by positive mortality subsidies from dead to living tontine members. This type of tontine might be of interest to people who want high incomes in early retirement (when relatively young and healthy), settle for somewhat lower income in middle retirement years (when more likely to be more sedentary but not dependent on others), and have much higher incomes if they live to their 90s and beyond (when more likely to need services of care givers and others in daily life).
机译:我们已经开发了本系列的前两篇论文中介绍的公式的概括。归纳允许使用NDR在1的加性分解和乘法分解中增加付款。我们还通过允许增加终生年金支付来概括1的分解,其中包括终生年金和保险成分。最终,我们考虑了一个tontine,该tontine在提前退休时提供更高的报酬,并施加了负增长,但从死者到活生生的tontine成员获得了积极的死亡率补贴,抵消了这一增长。对于希望在提前退休时获得较高收入(相对年轻且健康),在中等退休年龄时获得较低收入(更可能久坐而又不依赖其他人)的人,这种tontine可能会感兴趣。如果他们活到90岁或90岁以上(在日常生活中更有可能需要护理人员和其他人的服务),他们的收入就会高得多。

著录项

  • 来源
    《Journal of Legal Economics》 |2015年第1期|55-67|共13页
  • 作者

    Gary R. Skoog; James E. Ciecka;

  • 作者单位

    Legal Econometrics, 1527 Basswood Circle, Glenview IL 60025;

    Department of Economics, DePaul University, 1 East Jackson Boulevard, Chicago IL. 60604;

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  • 原文格式 PDF
  • 正文语种 eng
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