Heres why you should adopt Permanent Portfolio Strategy!
Asset allocation is said to be a significant key towards the attainment of better risk-adjusted returns. Having said that, there are various portfolio strategies available like bucket strategy, balanced portfolio strategy, and so on. Permanent portfolio strategy is one of them. Let’s know more about it and how it works!
What is permanent portfolio strategy?
This portfolio strategy was developed by Harry Browne, a free-market investment analyst in the 1980s. This was designed with an intention to perform well in all the economic climates. Harry believed that the equal allocation among growth stocks, precious metals, government bonds and treasury bills (cash) would prove to be an ideal investment mix for those investors seeking safety and growth. He was of the opinion that this portfolio strategy would be profitable in all types of economic situations. This means that the growth stocks would prosper in expansionary markets, precious metals in inflationary markets, government bonds in recessionary phase and treasury bills or cash in depression. Such a portfolio strategy does not support much growth than others as growth stocks just account for 25 per cent of the portfolio. However, in case of downfall, this portfolio is the one that would restrict your losses.
How this strategy works?
When you adopt this portfolio strategy then, you need to divide your investment between equity, government debt, gold and cash with equal allocation, which means 25 per cent each. Also, re-balance it annually. Let’s take an example to understand it better. Assuming that you invest Rs 1 lakh, you would be investing Rs 25,000 each in sensex, 10-year sovereign bond, gold and cash for 20 years from the year 2000 to 2019.
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)
With this permanent portfolio strategy approach, your investment of Rs 1 lakh in the year 2000 would further grow to become Rs 6.47 lakh in 2019. That brings the Compounded Annual Growth Rate (CAGR) of 9.79 per cent, in terms of risk while, its standard deviation stands at 0.08 and downside deviation stands at 0.01. Now, if we look at the CAGR of sensex and 10-year sovereign bond then, they stand at 10.60 per cent and 8.09 per cent, respectively. Also, the standard deviation and downside deviation of sensex stood at 0.33 and 0.17, respectively and for 10-year sovereign bond; it stood at 0.10 and 0.04, respectively. This clearly shows that permanent portfolio strategy works, reduces risk and provides better risk-adjusted returns. However, investing solely in equity has given better returns than this portfolio strategy, but with a higher risk.