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Electroclinical outcome of children referred with suspected absence seizures

机译:怀疑失神发作的儿童的电子临床结果

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The weight Z-score is a useful concept when studying the nutrition and growth of individuals. The weight Z-score is the number of standard deviations by which a weight differs from the mean at a specific age. A Z-score of-1 is a weight on the -1 SD line (=46th centile). A AZ-score indicates the change in the Z-score over a time interval. A negative AZ-score accompanies an individual who is 'falling off their centiles' even if gaining weight slowly. The Z-score can be estimated from a centile chart, calculated from the mean and SD or looked up in a table. If the population data are skewed, then complex modelling can been applied, as seen in the WHO charts, but the arguments outlined here still stand. Observant researchers will have noticed this asymmetry in that the +1 and -1 SD lines may not be symmetric about the mean, and they may also have noticed that many term weight charts have no centile lines for the first few days of chronological age.
机译:当研究个体的营养和生长时,体重Z值是一个有用的概念。体重Z分数是标准偏差的数量,在该标准偏差下,体重与特定年龄的平均值不同。 Z分数为-1表示-1 SD线(=第46个百分位数)上的权重。 AZ分数表示Z分数在一定时间间隔内的变化。 AZ分数为负值的人即使体重缓慢增加也会“掉落”。 Z分数可以从百分表中估算出来,可以从均值和SD计算得出,也可以在表格中查找。如果人口数据存在偏差,则可以应用复杂的模型,如WHO图表所示,但此处概述的论点仍然成立。细心的研究人员会注意到这种不对称性,因为+1和-1 SD线可能与均值不对称,而且他们可能还注意到,许多术语权重图在年代的前几天没有百分线。

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