2013年10月17日

The Consilience


日期:2013/10/16

The consilience of the Nobel to Shiller and IBM reporting earnings and IBM dropping 7 points from the close reminds one of how careful you have to be in developing systems based on past data.

How many things are wrong with Shiller's data. For one, they didn't report earnings in many of the time periods he uses. For another, they reported them 4 months late. For another, the earnings series are adjusted many years later. For another he's using average of 10 year earnings and 10 year prices, to come up with his p/e. Okay, it doesn't take account of expected earnings the next period. It doesn't take account of the movement up from the end of the year when reported earnings are better than expected and the move down when reported earnings are less than expected thereby giving a 100% change that the low p/e will show superior performance but certainly not feasible to implement. And of course the best estimate of the p/e is the current level not the level 10 years ago. Yes. Earnings and prices are a random walk in changes not levels. And yes, the use of averaging introduces spurious serial correlation as working pointed out. But yes, even for those who know that when the stock price has a tendency to go up in the period before the report, and it's statisticaly significant, you can't use it or make money with it. Because yet, like IBM, when the earnings are bad, they often report it earlier than the due date. So you're waiting for the report date, knowing that prices are going up, but then they report early, (perhaps the flexions acted), and you get caught with the down 20% price move even though the move up to the estimated reporting date shows positive correlation with the forward. I.e. you can't make a profit with it even though there's a extraordinary regularity in the past data.



It makes one wonder why the Nobel was given to a chronic bear when the reason the Nobel prize is so high is they put much of their endowment in the triumphal trios' drift upward in equities from 1$ in 1899 when they started to 30,000 today, etc.

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