To: Jon Tara who wrote (7947 ) 4/23/2000 10:42:00 AM From: Dan Duchardt Read Replies (1) | Respond to of 18137
Jon,No, this is just plain wrong. For one (equity) trader to win, it is not necessary that another trader lose. My statement does not presume that anybody has to lose money (even though many do and will), nor does it presume that trading is a zero sum game (I agree with you that it is not). It is simple and incontestable mathematics to state that in a sample of "scores" of any kind, if there is even one score above average there must be at least one below average, though not necessarily negative. Beyond that, nature has provided us with enormous evidence that in a large sample of scores the distribution about the mean is symmetric, following the classic "bell shape curve", and mathematicians have given us a measure of the width of a distribution called the standard deviation. Although I don't have the data available to see and calculate the standard deviation, symmetry is a valid assumption for investment/trading returns and it demands that about half the investors accept below average returns, while half enjoy better than average. Symmetry also demands that if there are a number of scores several standard deviations above average, there will be a similar number the same distance below. Even though the arithmetic of averaging does not require that any be negative, there always are some and there always will be. It is therefore a valid conclusion that if some can achieve returns in the 50% to 100% range, while the average is only about 10% (lets assume 3% gets eaten up by those things OZ mentioned in his reply), there must be some who achieve less than 10% and it is highly probable that the number who lose 40% to 90% approximates the number of 50% to 100% winners. Dan