Lifetime Expected Income Breakeven Comparison Between SPIAs and Managed Portfolios
Abstract
- How do the total expected lifetime cash flows compare between Single Premium Immediate Annuities (SPIAs) and managing the portfolio in the markets?
- Use of Period Life Tables provides a better definition of the distribution period, a sense for probability of outliving certain ages, and recognition that the distribution period's length is a rolling time period rather than to a set, fixed age.
- Assets should be retained and managed in the markets, before the purchase of a SPIA should be considered, until older ages than currently thought.
- Key factors in order of impact on decision: Age (SPIA appropriate for older retirees), Longevity (higher likelihood of outliving peers), Allocation (breakeven depends on age & longevity expectations), Adviser Fees (least impact). All these factors should be considered in unison.
- SPIAs should not be considered for approximately two-thirds of the general population, and only at older ages for the rest.
- Research in the first part of this paper uses the "general population" Social Security tables. How does using a "healthier population" table like the 2000 Annuity Table affect the breakeven choice?
- Tables that have a shorter expected longevity period will favor managed portfolios while tables that have a longer expected longevity period will favor SPIA solutions.
- Longevity tables are different statistical subsets of the same overall population.
- The Annual Payout Rate (APR) that insurance companies calculate is a useful metric to simplify calculation of the breakeven point between retaining management of the assets and a SPIA.
- As interest rates increase, the APR may also increase. A practical application is described so that this comparative process may be simplified and a comparison may be made in the future as insurance company Annual Payout Rates rise or fall.
- As the retiree ages, conditions may suggest switching to a SPIA (e.g., continued good health/longer expected longevity than cohorts); however, the APR comparison may be helpful for this determination.
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Barberis, Nicholas C. 2013. “Thirty Years of Prospect Theory in Economics: A Review and Assessment.” Journal of Economic Perspectives 27 (Winter): 173–196.
Benartzi, Schlomo, A. Previtero, and R.H. Thaler. 2011. “Annuitization Puzzles.” Journal of Economic Perspectives 25 (4): 143-164.
Blanchett, David M. 2013. “The ABCDs of Retirement Success.” Journal of Financial Planning 26 (5): 38-45.
Frank, Larry R. Mitchell, J.B. and Blanchett, D.M. 2011. “Probability-of-Failure-Based Decision Rules to Manage Sequence Risk in Retirement.” Journal of Financial Planning 24 (November): 44–53. A working paper, which includes appendices, data, and figures, is available at: http://ssrn.com/abstract=1849868 (FMB 2010 SSRN).
Frank, Larry R. Mitchell, J.B. and Blanchett, D.M.. 2012. “An Age-Based, Three-Dimensional Distribution Model Incorporating Sequence and Longevity Risks.” Journal of Financial Planning 25 (March): 52–60. A working paper, which includes appendices, data, and figures, is available at: http://ssrn.com/abstract=1849983 (FMB 2011 SSRN).
Frank, Larry R. Mitchell, J.B. and Blanchett, D.M. 2012. “Transition Through Old Age in a Dynamic Retirement Distribution Model.” Journal of Financial Planning, 25 (December): 42-50. A working paper, which includes appendices, data, and figures, is available at: http://ssrn.com/abstract=2050003 (FMB 2012 SSRN).
Guyton, J. T. and Klinger, W. J. (2006). “Decision rules and maximum initial withdrawal rates.” Journal of Financial Planning, 19, 49-57.
Kitces, Michael E., and Wade D. Pfau. 2013. “The True Impact of Annuities on Retirement Sustainability: A Total Wealth Perspective.” Retirement Management Journal, forthcoming.
Milevsky, Moshe A. 1998. “Optimal Asset Allocation Towards the End of Life Cycle: To Annuitize or Not to Annuitize?” The Journal of Risk and Insurance 65 (September): 401-426.
Mitchell, J. B. (2010). A Modified Life Expectancy Approach to Withdrawal Rate Management. Presented at Academy of Financial Services, Denver, CO. Available at SSRN: http://www.ssrn.com/abstract=1703948.
Mitchell, J.B. (2013) Retirement Withdrawals: The Historic Return Dilemma. Presented at Academy of Financial Services, Chicago, IL. Available at SSRNhttp://ssrn.com/abstract=1803266.
Pfau, Wade D. 2013. “Analyzing an Income Guarantee Rider in a Retirement Portfolio.” Journal of Retirement 1, 1 (Summer): 100-109.
Pfau, Wade D. 2011. “GLWBs: Retiree Protection or Money Illusion?” Advisor Perspectives (December 13).
Pye, Gordon B. 2001. “Adjusting Withdrawal Rates for Taxes and Expenses.” Journal of Financial Planning, 14 (April).
Reichling, Felix, and Kent Smetters. 2013. “Optimal Annuitization with Stochastic Mortality Probabilities.” Congressional Budget Office Working Paper 2013-05 (June).
Yaari, Menachim. 1965. “Uncertain Lifetime, Life Insurance, and the Theory of the Consumer.” Review of Economic Studies 32 (2): 137–50.
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