Unformatted text preview: sample was drawn from population with a normal distribution function is supported. If, however, there is a discrepancy between the two cumulative distribution functions too great to be attributed to chance alone, then the hypothesis is rejected. The difference between the two cumulative distribution functions is measured by the statistic D, which is the greatest vertical distance between the two functions. You might like to use the wellknown Lilliefors' Test for Normality to assess the goodnessoffit....
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 Spring '08
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 Normal Distribution, Cumulative distribution function, cumulative distribution functions, cumulative distribution, Lilliefors

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