The statistical analysis of somatotype data

Datos Bibliográficos

ID8319952
AutoresNoel Cressie (0000-0002-0274-8050, Iowa State University), N A C Cressie, R T Withers (Flinders University), Nathan Craig (0000-0002-7370-5541, Flinders University), N P Craig
Año1986
Volumen29
NúmeroS7
Páginas197-208
Fecha de publicación1986-01-01
Peer ReviewedSí
Open AccessSí
TipoARTICLE
RevistaAmerican Journal of Physical Anthropology (JOURNAL)
Identificadores de la revistaISSN: 0002-9483 • E-ISSN: 1096-8644
EditorialWiley (PUBLISHER • GB)
DOI10.1002/ajpa.1330290509
OpenAlexW1971260357
IdiomaEN
Citas recibidas24
Referencias citadas16

The literature contains examples of one-way ANOVAs being conducted on SAD (somatotype altitudinal distance) values to determine whether there are statistically significant differences between group somatotype means. The problems with this strategy concern the premature collapsing of the three component somatotype vectors into a scalar SAD value together with use of the inappropriate degrees of freedom for the F-ratio. A theoretical rationale is presented for remedying the latter defect. However, a one-way MANOVA, which uses Wilks's lambda as the test statistic, is the most powerful method of determining whether there are statistically significant differences between the somatotype means for two or more groups. If the null hypothesis is rejected, then for more than two groups, pairwise comparisons should be conducted by using Hotelling's T2 with a Bonferroni adjusted alpha level. The one-by-one and joint contributions of the somatotype components to each significant pairwise difference can furthermore be determined by univariate F-ratios, discriminant function analyses, and forward stepwise discriminant analyses

Analysis of variance · Bonferroni correction · Discriminant function analysis · Linear discriminant analysis · Multivariate analysis of variance · Multivariate statistics · Null hypothesis · Pairwise comparison · Statistic · Statistics · Univariate · Body Composition Measurement Techniques · Diverse Academic Research Areas · Mathematics · Morphological variations and asymmetry