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A concept that fascinates Bollinger is what he calls the deviation from the expected When you build a trading system, he says, you have an expectation that you will have at least 60 percent winners, for example And the winners will be about 15 times the size of the losers, and you ll rarely get a string of winners or losers greater than N or M (N is the expectation of the average streak of winning trades, and M is the expectation of the length of the average losing streak) He suggests that you chart out each of these variables as your system goes along And if any of them start to change, whether it s for better or for worse, you know that the character of the market is changing and that you may be in trouble The problem, Bollinger says, is that people ignore changes to their system if it s for the better Why Because you re making money, he explains Let s say you steadily have 60 percent winners Then suddenly over the next three months you have 65 or 70 percent winners That s a deviation from the expected That s telling you there s been a change, even though it s in your favor It s as important as your going from 60 percent down to 50 percent But people ignore the change because it benefits them They only pay attention to the negative change, but each contains a warning that there has been a change in the underlying market

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Although Bollinger did create a series of hard-and-fast rules for using his indicator, he discovered they didn t work out as well as he expected The markets morph and change over time While one particular set of rules may work in one period, they fail to work or work in a contrary manner during another period, he says I found that the real value is to make my approach as adaptive as possible so the rules morph with the markets This prevents you

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from getting caught with a stale trading system, one that is no longer viable for the market He explains that sometimes people create a trading system that tests well but fails when they try to use it in real time The proper use of out-of-sample testing in the development process can help avoid that, he suggests Although Bollinger says there is no way to avoid false signals, he closely monitors his indicators to make sure they don t get stale

(4133)

John Bollinger, CFA, CMT, is the president of Bollinger Capital Management, Inc He is probably best known for his Bollinger Bands, which have been widely accepted and integrated into most of the analytical software currently in use His book Bollinger on Bollinger Bands (McGraw-Hill, 2001) has been translated into seven languages His newsletter Capital Growth Letter has been in publication since 1987 Bollinger is also the developer of several investor Web sites: wwwbollingerbandscom, wwwequitytradercom, wwwbollingeron bollingerbandscom, wwwgrouppowercom, wwwbbforexcom, www fundstradercom, wwwmarkettechniciancom, and wwwpattern powercom He is a speaker at financial conferences worldwide

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The random variable = v is a Rayleigh random variable with distribution r2 P (r) = 1 exp 2 and density p (r) = r exp r2 2

From eqn (4133), the radius such that P (RCEP ) = 05 is computed as 05 = 1 exp 2 ln(2) RCEP = 11774

I hope you re still enjoying yourself because I m now going to introduce you to a group of indicators called oscillators The first one you ll learn about, Relative Strength Index, or RSI, is one of the most popular, primarily because it s easy to use and understand RSI, and its cousin, Stochastics, are referred to as oscillators because they oscillate, or move up and down between 0 and 100 on a chart Although based on complex formulas, RSI and Stochastics are surprisingly easy to use The difficulty, as always, is in correctly interpreting the signals Generally, Stochastics and RSI are used to identify when an equity or index is overbought or oversold With these oscillators, when the signal line rises above a higher level, it is considered overbought When it falls below a lower level, it is considered oversold The theory: when a stock or index is overbought or oversold, it will eventually reverse direction Many traders have profited from this deceivingly simple strategy

Similarly, the radius such that P (R95 ) = 095 is calculated as 095 R95 R2 1 exp 95 2 = 2 ln(20) 24477 =

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