Stephan Carl N, Sievwright Emma
Laboratory for Human Craniofacial and Skeletal Identification (HuCS-ID Lab), School of Biomedical Sciences, The University of Queensland, Brisbane 4072, Australia.
Laboratory for Human Craniofacial and Skeletal Identification (HuCS-ID Lab), School of Biomedical Sciences, The University of Queensland, Brisbane 4072, Australia.
Forensic Sci Int. 2018 May;286:128-140. doi: 10.1016/j.forsciint.2018.03.011. Epub 2018 Mar 15.
It has been speculated that craniometric dimensions can be used to improve estimations of facial soft tissue thickness (FSTT) in craniofacial identification. Subsequently, linear regression (LR) models have been published, but the practical utility of these models (lower errors than means) has never been tested/demonstrated. Using 71 living subjects measured by B-mode ultrasound, this study calculates and compares standard errors for previously published LR models and untrimmed FSTT means. Correlations between craniometric dimensions and FSTTs were calculated and regression model reproducibility examined by: generating new models using a 61 subject training set; and three-fold cross validation. Published regression models, applied to the above mentioned new individuals of this study, provided substantially worse estimates of ground truth FSTTs than untrimmed arithmetic means (mean S=4.0mm compared to 2.8mm, n=61-71). Correlations between craniometrics and FSTTs were generally small (mean of absolute values=0.17, raw interval=-0.24 to 0.48) and only two of 15 previously published LR models were reproducible (mr-mr' and g-g')-i.e., contained the same independent variable with no more than one other different independent variable entering the model. Under three-fold cross-validation (training sets of 40-41 individuals), no LR equation was reproduced across all three validation test runs. Basic craniometric dimensions do not appear to generally improve FSTT estimations and relationships between craniometric dimensions and FSTTs are much weaker and less reliable than previously thought. B-mode ultrasound data for adult Australians were pooled herein to provide larger sampled and updated FSTT statistics for this cohort (n=118-123).
据推测,颅骨测量尺寸可用于改善颅面识别中面部软组织厚度(FSTT)的估计。随后,线性回归(LR)模型已发表,但这些模型的实际效用(比均值误差更低)从未得到测试/证实。本研究使用71名通过B超测量的活体受试者,计算并比较了先前发表的LR模型和未修正的FSTT均值的标准误差。计算了颅骨测量尺寸与FSTT之间的相关性,并通过以下方式检验回归模型的可重复性:使用61名受试者的训练集生成新模型;以及进行三倍交叉验证。将已发表的回归模型应用于本研究上述新个体时,与未修正的算术均值相比,对真实FSTT的估计要差得多(均值S = 4.0mm,而未修正算术均值为2.8mm,n = 61 - 71)。颅骨测量与FSTT之间的相关性通常较小(绝对值的均值 = 0.17,原始区间 = -0.24至0.48),先前发表的15个LR模型中只有两个是可重复的(mr - mr'和g - g')——即,包含相同的自变量,且进入模型的其他自变量不超过一个。在三倍交叉验证(40 - 41名个体的训练集)下,没有一个LR方程在所有三次验证测试运行中都能重现。基本颅骨测量尺寸似乎一般不会改善FSTT估计,并且颅骨测量尺寸与FSTT之间的关系比之前认为的要弱得多且可靠性更低。本文汇总了成年澳大利亚人的B超数据,以提供该队列更大样本量且更新后的FSTT统计数据(n = 118 - 123)。