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HOW TO THINK LIKE BENJAMIN GRAHAM AND INVEST LIKE WARREN BUFFETT

How to Think Like Benjamin Graham and Invest Like Warren Buffett

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PROZAC MARKET<br />

C h a p t e r 2<br />

Along and interesting story lies behind the ever-popular efficient<br />

market theory, a story every investor should know. Knowing the<br />

EMT story will enable you to evaluate advice based on it, including<br />

advice about the value of diversification and ways of measuring risk.<br />

It will also help you decide for yourself whether to believe EMT.<br />

That is important because if you believe in market efficiency, you<br />

will adopt a style and philosophy of investing very different from the<br />

one you will be smart to adopt if you do not.<br />

Investors who have already concluded that EMT is not the best<br />

account of how stockmarkets workcould skip this chapter without<br />

being cheated, but even they may discover ways in which EMT has<br />

unwittingly affected their investing habits. All readers will also discover<br />

that the history of EMT is fascinating. It is a story about research<br />

designed to enlarge knowledge, to explain and understand the<br />

world, research whose results are intermittently neglected and then<br />

overblown. The story tells us that EMT is not the last word on how<br />

stock markets work, even though the power it has had over investors<br />

and teachers for several decades sometimes makes it seem that people<br />

thinkit is the last word. 1<br />

OBSCURITY<br />

EMT traces its history to the random walkmodel of stockprices,<br />

the sensible idea that stockprices move in a way that cannot be<br />

predicted with any systematic accuracy. The model dates backto<br />

1900, when it was elaborated in a doctoral dissertation by the French<br />

mathematician Louis Bachelier that though obscure in its time is<br />

now famous. That dissertation investigated linear correlation in the<br />

prices of options and futures traded on the French Bourse and concluded<br />

that such price changes behaved according to a random walk<br />

model. 2<br />

Copyright 2001 The McGraw-Hill Companies, Inc. Click Here for Terms of Use<br />

17

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