If you’ve read my paper Understanding Modern Portfolio Construction you know that I like to think of all financial instruments as if they’re bonds. This is helpful for multiple reasons:
- It helps provide a realistic timeframe for holding certain instruments.
- It helps put the various risks of those instruments in the right perspective.
The thing about bonds is that they pay a specific coupon. So, a 10 year T-Bond paying 2.5% will pay you 2.5% for the next 10 years. If you have a 10 year time horizon then you can virtually guarantee that you’ll get 2.5% per year plus your principal upon maturity. That creates a really clean linear relationship between the time of issuance and maturity. In other words, if you buy the bond today and wake up in 10 years it will look like the bond exposed you to zero permanent loss risk over that time period. I apply the same sort of thinking to the stock market in my paper by calculating a 25 year duration. The stock market, is a lot like a super long maturity bond paying 8-10% per year.¹
Of course, that’s not how bonds (or most other financial instruments) work. They do expose you to the risk of permanent loss in the short-term. And the big problem with low yielding bonds is that they expose you to a lot of potential interest rate risk which creates a lot of short-term risk. If you’re uncertain about your time horizon or you’re worried about generating a positive real return then holding that 10 year bond for 10 years might feel really uncomfortable. This is why I say that the current low yield environment has turned every bond investor into a trader. You’d have to be nuts to buy a long maturity bond and actually hold it to maturity when the risk of a negative real return looks high.
What I most like about thinking of everything like a bond is applying the concept of price compression. You might remember a post I wrote back in 2014 describing the price compression in Biotech stocks. Biotech stocks are akin to a super high yielding bond. Let’s say it’s a 15% yielding bond just for fun. But what happens when that bond generates 25% compound growth as it did between 2010 and 2014? Well, that instrument is essentially pulling future returns into the present. Its future returns are compressing into the present. This price compression can create an environment where you’re likely to generate a very poor future risk adjusted return. And that’s exactly what’s happened to Biotech stocks since I posted that story over 2 years ago. They’ve generated about a 1% annualized return with a standard deviation of 25. You couldn’t have picked a worse risk adjusted return if you’d tried!
The interesting thing about today’s environment is that we’re seeing this sort of extraordinary price compression in long-term bonds at present. Many long bond instruments are up over 20% in the last 12 months. So, you have instruments yielding 0-2% generating 20%+ returns. As a result we’re seeing this amazing price compression where anyone who’s owned long bonds in the last 12 months has generated amazing risk adjusted returns. But it’s safe to assume that that 20% annualized return is not only unsustainable, but impossible. As a result, I suspect we’re in an environment where long bonds have experienced the kind of price compression that makes them a very poor risk adjusted instrument to hold in the coming years. This doesn’t mean we’re in a bond bubble or that yields will necessarily surge higher. But it does mean that the short-term risk profile of long-term bonds has changed dramatically due to what I think is a somewhat irrational short-term demand for a safe haven instrument.
¹ – This is obviously a rough heuristic technique, however, an incredibly valuable one when applied properly.
Mr. Roche is the Founder and Chief Investment Officer of Discipline Funds.Discipline Funds is a low fee financial advisory firm with a focus on helping people be more disciplined with their finances.
He is also the author of Pragmatic Capitalism: What Every Investor Needs to Understand About Money and Finance, Understanding the Modern Monetary System and Understanding Modern Portfolio Construction.