1998
DOI: 10.1076/clin.12.4.482.7241
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Comparing an Individual's Test Score Against Norms Derived from Small Samples

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Cited by 1,121 publications
(1,056 citation statements)
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References 7 publications
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“…The control or normative sample for this test has an N of 15 and a mean and standard deviation of 50 and 10, respectively. Using Crawford and Howell's [10] method, the point estimate of the percentage of the population that would be expected to obtain a score lower than the patient (P 1 ) is 3.7%. To obtain 95% confidence limits on P 1 we proceed as follows:…”
Section: Obtaining Confidence Limits For the Abnormality Of A Test Scorementioning
confidence: 99%
See 3 more Smart Citations
“…The control or normative sample for this test has an N of 15 and a mean and standard deviation of 50 and 10, respectively. Using Crawford and Howell's [10] method, the point estimate of the percentage of the population that would be expected to obtain a score lower than the patient (P 1 ) is 3.7%. To obtain 95% confidence limits on P 1 we proceed as follows:…”
Section: Obtaining Confidence Limits For the Abnormality Of A Test Scorementioning
confidence: 99%
“…Confidence limits on the equivalent positive values of c can be obtained by subtracting the percentages from 100 in which case the upper and lower limits are reversed. Table 1 also presents point estimates of the percentage falling below the score; these estimates were obtained using Crawford and Howell's [10] method. The 95% confidence interval of (0.02%, 13.6%) for the last example may be read from the middle of the third row of the table.…”
Section: Obtaining Confidence Limits For the Abnormality Of A Test Scorementioning
confidence: 99%
See 2 more Smart Citations
“…Three practice trials were given before the start of each task. A modified independent samples t-test, which treated the normative scores as sample statistics rather than population parameters (see Crawford & Howell, 1998), indicated that in the perceptual task the patient produced a higher mean error (48 o ) than the controls (mean = 9 o , SD =5.6 o ), (t=6.4, p=0.003). In the reaching task, the iPod showed comparable mean rotational error in the patient (21 o ) and controls (mean = 13 o , SD = 8 o ) as it crossed the front edge of the box (t=.96, p=0.39).…”
Section: Methodsmentioning
confidence: 99%