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| | Mean, Variance and Distributions |
 | | In addition, it is assumed that the values are drawn from a sample distribution taken from a larger population., and that the variance and standard deviation of the population are to be estimated. |
 | | where p(x) is proportional to the probability that the actual value will equal x; ev and sd stand for the expected value and standard deviation, respectively, of the distribution, and nd is the deviation of x from ev in standard deviation units. |
 | | For example, the expected shortfall is the expected value of the shortfall, whether there is one or not. |
| www.stanford.edu /~wfsharpe/mia/rr/mia_rr1.htm (3358 words) |
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