Reuer E
Anthropol Anz. 1976 Mar;35(2-3):154-72.
On the basis of 13,000 single-hair-measurements and their statistical data a sample-size of 100 hair-measurements could be proved as an absolute minimum for the determination of the individual hair-thickness. If the standard deviation of a hair sample exceeds 15 mu its size should be increased accordingly. All the individual determinations of hair-thickness basing on samples consisting of less than 100 single hairs will lead to false results. In order to test if the measurements of hair-cross-section and of longitudinal top plan view result in approximately equal, constant, individual means, one part of the hairs of each of the samples was measured according to the cross-section, the other part according to the longitudinal method; into more than 10,000 single hairs thus have been studied. The means of the corresponding samples are within the expected confidence intervals. There exists consequently no difference between the results of the two measuring methods. Nevertheless both procedures require at least measurements of 100 unselected single hairs per sample in order to obtain individual representative means. Practicability of direct square-measurements and indirect calculation methods are shown, their advantages as well as their disadvantages discussed. Attention is drawn to much more correct calculation formula.
基于13000次单根毛发测量及其统计数据,对于确定个体毛发粗细而言,可证明100次毛发测量的样本量是绝对最小值。如果毛发样本的标准差超过15微米,其样本量应相应增加。所有基于少于100根单根毛发组成的样本进行的个体毛发粗细测定都会导致错误结果。为了检验毛发横截面测量和纵向顶视图测量是否会得出大致相等、恒定的个体均值,每个样本的一部分毛发按照横截面方法测量,另一部分按照纵向方法测量;因此研究了超过10000根单根毛发。相应样本的均值在预期的置信区间内。因此,两种测量方法的结果没有差异。然而,为了获得个体代表性均值,两种方法都至少需要对每个样本测量100根未经挑选的单根毛发。展示了直接平方测量法和间接计算法的实用性,讨论了它们的优缺点。文中还提到了更正确的计算公式。