The managers who are relentlessly bullish and who buy more every time the market goes down will be the ones who end up managing most of the money. So, you shouldn’t expect a big bull market to end in any rational fashion.
The smart managers will be managing less because they don’t look as good as the bulls, since they’re going to have lower net long exposure?
Right. Because the bulls control most of the money, you should expect the transition to a bear market to be quite slow, but then for the move to be enormous when the turn does happen. Then the bulls will say, “This makes no sense. This was unforeseeable.” Well, it clearly wasn’t unforeseeable.
I have to laugh when I hear people say it was unforeseeable that housing prices could go down. I think, “Did you ever look at a housing price chart?” If you look at a long-term inflation-adjusted chart of housing prices, you can see that excluding the postdepression bust, since the 19th century, housing prices consistently moved in a sideways range, until the mid-2000s when inflation-adjusted prices nearly doubled in a few years. It sticks out like a mountain in a plateau. Yet people can claim with a straight face that they were shocked that housing prices could go down after that abnormal surge.
If you live in a world where everyone assumes that everything goes up forever, then it is inconceivable that prices might go down. Big price changes occur when market participants are forced to reevaluate their prejudices, not necessarily because the world changes that much. The world really didn’t change that much in 2008. It was just that people finally noticed there was a problem.
Consider the current U.S. debt problem. A lot of people say there is apparently no inflationary threat from the growing U.S. debt because bond yields are low. But that’s not true. Bond yields will only signal that there is a problem when it is too late to fix it. You have to believe in market efficiency to believe that the market will adequately price fiscal risk. Could there be a crisis in five years? Sure. Why? Because people start to care. Currently, it’s not in the price. But one day, it might be. If a major financial catastrophe happens, people will talk about how it was caused by this event or that event. If it happens, though, it will be because there were fundamental reasons that were there all along.
There will always be something that happens at the same time. Calling it a catalyst isn’t very helpful in explaining anything. Did World War I start because the Archduke was assassinated? Well, kind of, but mainly not. I don’t subscribe to the catalyst theory of history. But most people love it, especially in markets, because they can point to that one cause and say, “Who knew that could happen?”
When you have tremendous fundamental imbalances, the change can occur anywhere along the way. Nasdaq topped above 5,000, but it could just as well have been 3,000 or 7,000. It just happened to top above 5,000. Predicting the top of a bubble is like trying to predict the weather one year out—the same set of conditions can lead to wildly different outcomes if replayed multiple times.
Absolutely right, and I can’t predict that turnaround. It’s very difficult. But you can notice when things have changed. Most people, though, don’t. When Nasdaq is at 4,000 after having been at 5,000, there are lots of people buying it because it is cheap. They reason, “It used to be 5,000. Now it’s only 4,000. I am getting a bargain.” People are very poorly attuned to making decisions when there is uncertainty. Do you know the difference between risk and uncertainty?
Do you mean that in the realm of risk, you know the odds, but with uncertainty, you don’t know the odds?
Right. If you play roulette, you are in the world of risk. If you are dealing with possible economic events, you are in the world of uncertainty. If you don’t know the odds, putting a number on something makes no sense. What are the odds of Germany leaving the euro in the next five years? There is no way of assigning a probability. If you try to force it by saying something like “6.2 percent,” it is a meaningless number because you would have to behave as if you believed it, and that would be a poor bet.