Abstract
The increase in life expectancy spells disaster at retirement. One can solve this problem by investing in the maximum geometric mean (MGM) portfolio, which is empirically composed from equity. For a T = 30 year horizon or more, the MGM portfolio dominates other investment strategies by almost first-degree stochastic dominance. The MGM portfolio also maximizes the expected value of the commonly employed preferences and prospect theory value function, for various loss aversion parameters and various reference points, for T ≥ 10. Life-cycle funds would increase virtually all investors’ welfare by shifting to the MGM portfolio so long as the investment horizon is at least 10 years.
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