Add training workflow, datasets, and runbook

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796 Part VI: Measuring and Trading Volatility
move was needed to register a 4-standard deviation move. To see a specific example
of how this works in actual practice, look carefully at the chart of IBM in Figure 38-
4, the one that encompasses the crash of '87. Don't you think it's a little strange that
the chart doesn't show any moves of greater than minus 4.0 standard deviations? The
reason is that IBM's historical volatility had already increased so much in the days
preceding the crash day itself, that when IBM fell on the day of the crash, its move
was less than minus 4.0 standard deviations. (Actually, its one-day move was greater
than -4 standard deviations, but the 30-day move - which is what the graphs in Figure
38-3 and 38-4 depict - was not.)
STOCK PRICE DISTRIBUTION SUMMARY
One can say with a great deal of certainty that stocks do not conform to the normal
distribution. Actually, the normal distribution is a decent approximation of stock
price movement rrwst of the time, but it's these "outlying" results that can hurt any­
one using it as a basis for a nonvolatility strategy.
Scientists working on chaos theo:ry have been trying to get a better handle on
this. An article in Scientific American magazine ("A Fractal Walk Down Wall Street,"
Februa:ry 1999 issue) met some criticism from followers of Elliot Wave theo:ry, in that
they claim the article's author is purporting to have "invented" things that R. N.
Elliott discovered years ago. I don't know about that, but I do know that the article
addresses these same points in more detail. In the article, the author points out that
chaos theo:ry was applied to the prediction of earthquakes. Essentially, it concluded
that earthquakes can't be predicted. Is this therefore a useless analysis? No, says the
author. It means that humans should concentrate on building stronger buildings that
can withstand the earthquakes, for no one can predict when they may occur. Relating
this to the option market, this means that one should concentrate on building strate­
gies that can withstand the chaotic movements that occasionally occur, since chaotic
stock price behavior can't be predicted either.
It is important that option traders, above all people, understand the risks of
making too conservative an estimate of stock price movement. These risks are espe­
cially great for the writer of an option (and that includes covered writers and spread­
ers, who may be giving away too much upside by writing a call against long stock or
long calls). By quantifying past stock price movements, as has been done in this chap­
ter, my aim is to convince you that "conventional" assumptions are not good enough
for your analyses. This doesn't mean that it's okay to buy overpriced options just
because stocks can make large moves with a greater frequency than most option