Harry Browne's Permanent Portfolio:
- 25% VTSMX (Total Stock Market)
- 25% VUSTX (Long-term government bonds)
- 25% VUSXX (T-bills)
- 25% GLD (Gold)
- 30% VTSMX (Total Stock Market)
- 7.5% PCRIX (Commodities)
- 40% VUSTX (Long-term government bonds)
- 15% VFITX (T-bills)
- 7.5% GLD (Gold)
Next, I also ran a bootstrapped stochastic model. For a given test period (e.g., 1972-2015 or 1980-1989, etc.), I ran 1,000 simulations for each portfolio over a 6-year period. I used 6 years because that is in how long I would like to retire, but I can change this analysis as needed to be longer-term. Each simulation was created by bootstrapping 2-3 year sequences randomly from the selected period. So for example, if I was modeling the 80s, I might randomly select the returns for each asset class from: [1982, 1983, 1984], [1988,1989], [1980]. The idea was to not necessarily look at historical results as they played out, but to take the economic climate of each period and allow for some randomization/shuffling of year sequences to create random iterations.
Results


Interestingly, over the entire period the portfolios are very similar, both in terms of average returns and Sortino Ratio. For those of you not familiar, the Sortino Ratio is like the Sharpe Ratio, but instead of looking at average returns compared to volatility, it looks at average returns compared to only down-side volatility below a specific number. In this case, I was only interested in seeing volatility for annual returns below 4%.
But if you look at each specific period, you can see that the PP outperforms substantially in the 70s whereas the All Weather Portfolio looks to have both better returns and lower down-side volatility for all periods since then.
These returns have no been inflation-adjusted, but inflation adjustment is not useful for comparing two portfolios over the same period, as inflation would have the same impact on both.
Would love to hear thoughts and ideas for follow-up analysis.