[1] https://en.wikipedia.org/wiki/A_Random_Walk_Down_Wall_Street
[1] https://en.wikipedia.org/wiki/A_Random_Walk_Down_Wall_Street
http://www.econ.yale.edu/~af227/pdf/Buffett's%20Alpha%20-%20...
Got it.
https://en.m.wikipedia.org/wiki/Capital_asset_pricing_model
If you had invested in low beta stocks, leveraged at the same level as Buffett you would not have performed much worse.
Basically, he explains how to pick stocks by fundamental analysis. Very entertaining to watch how this type of investors works. However, I can't help thinking that despite the rather sophisticated analysis, it just amounts to throwing random guesses. He always has to guesstimate some percentages (business future income over a decade and various other parameters) that can't be known precisely and little variation in them totally change the decision.
What he says it that 20% of stocks are badly priced by the market, it's just a matter of working hard enough to find them. Could it be that the market is only mostly efficient? or those successful investors are just the lucky ones and they are biased to interpret their success on great skills when it really is luck? (Nicholas Taleb's "fooled by randomness" is all about this idea).
I also watched a finance class on coursera (from Prof. Shiller) where this was discussed. A guest speaker (Andrew Redleaf) explained that the efficiency hypothesis was a thing of the past, essentially popular in academia, and he gave several reasons why it couldn't be true (you can find the video if you're interested) and it was convincing.
I've worked in the investments industry a long time now, and I've come to realize that the market is great at coming to a consensus, not necessarily the right one. It's the job of an investor (much like an entrepreneur) to have a different thesis from the rest of the market, have conviction that they are right, and then be right.
That being said, the market, especially the US equity markets, are predominantly efficient. Alpha can be found outside the mainstream, however.
Buffett directly answers this question
http://www8.gsb.columbia.edu/rtfiles/cbs/hermes/Buffett1984....