2009
DOI: 10.1002/ajpa.21042
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Technical note: Prediction of sex based on five skull traits using decision analysis (CHAID)

Abstract: Osteologists commonly assess the sex of skeletal remains found in forensic and archaeological contexts based on ordinal scores of subjectively assessed sexually dimorphic traits. Using known-sex samples, logistic regression (LR) discriminant functions have been recently developed, which allow sex probabilities to be determined. A limitation of LR is that it emphasizes main effects and not interactions. Chi-square automatic interaction detection (CHAID) is an alternative classification strategy that emphasizes … Show more

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Cited by 39 publications
(37 citation statements)
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“…The Walker equation correctly sexed 227 of the 281 individuals (80.8%), although there was a strong sex bias toward classifying individuals as males (males = 93.0% correct; females = 68.3% correct; Table ). Applying Stevenson et al's European American CHAID decision tree to the data, a correct classification rate of 82.6% was obtained for the pooled sample (Table ). There is a strong sex bias when males and females are pooled (females = 96.4% correct; males = 69.0% correct), but the low male accuracy is a consequence of including the Black male samples.…”
Section: Resultsmentioning
confidence: 99%
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“…The Walker equation correctly sexed 227 of the 281 individuals (80.8%), although there was a strong sex bias toward classifying individuals as males (males = 93.0% correct; females = 68.3% correct; Table ). Applying Stevenson et al's European American CHAID decision tree to the data, a correct classification rate of 82.6% was obtained for the pooled sample (Table ). There is a strong sex bias when males and females are pooled (females = 96.4% correct; males = 69.0% correct), but the low male accuracy is a consequence of including the Black male samples.…”
Section: Resultsmentioning
confidence: 99%
“…In comparison with the DT1 results, Walker's American/English logistic regression discriminant equation utilizing glabella and mastoid scores ( Y = −1.568 * glabella x − 1.459 * mastoid + 7.434) and Stevenson et al's CHAID European American decision tree utilizing glabella and mastoid scores were also applied to the data. Percent correct classifications were calculated for the total, pooled sexes, and ancestry‐ and collection‐specific samples.…”
Section: Methodsmentioning
confidence: 99%
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