2019
DOI: 10.1111/obr.12947
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Optimum waist circumference‐height indices for evaluating adult adiposity: An analytic review

Abstract: Phenotyping adults for excess adiposity and related health risks usually include three body size measurements: height, weight and waist circumference (WC). Height and weight are now widely used as components of the body shape measure, body mass index (BMI, weight/height 2 ), with the height power referred to as the scaling factor, α. At present, WC is usually not adjusted for height or is expressed as WC/height in which α = 1. Although other α values have been proposed, a critical review of these shape measure… Show more

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Cited by 21 publications
(23 citation statements)
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“…These negative values were also found by Han et al for Europeans . This, as well as Table 1, illustrates the importance of age in considering the height dependences of WC and body mass and therefore both α and p . In contrast, Table S9 indicates that there is conveniently little influence of age on correlations between WC and % fat and between body mass and % fat.…”
supporting
confidence: 84%
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“…These negative values were also found by Han et al for Europeans . This, as well as Table 1, illustrates the importance of age in considering the height dependences of WC and body mass and therefore both α and p . In contrast, Table S9 indicates that there is conveniently little influence of age on correlations between WC and % fat and between body mass and % fat.…”
supporting
confidence: 84%
“…Figure 2 of Burton shows a strong correlation between p and α (with α there denoted q ) with most of the points being for data that were age‐adjusted or grouped for age . The tabulated results of Hwaung et al show similar relationships, for values both unadjusted and adjusted for age . Moreover, their eight age‐adjusted values, together with eight age‐adjusted values of Han et al, show a single clear straight‐line relationship, with a correlation coefficient of 0.91.…”
mentioning
confidence: 81%
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“…Although statistical analysis produces precise values for p and q for any given sample, the exact value chosen in defining an index can be of little practical consequence, as illustrated by Benn (1971) and Hwaung et al (2020). Indeed, the definition of the BMI is accepted as BM/Ht 2 despite the fact that estimates of the exponent, q , are highly variable (even more so than in Table 2) and can be as low as 1.1 in women when BM and Ht are weakly correlated (Burton, 2007).…”
Section: Indices Analogous To the Bmimentioning
confidence: 99%
“…As indicators of adiposity, indices based on WC presently take the form of WC/Ht q , with q being taken as the round‐number values of 0, 0.5, or 1.0 (Browning et al, 2010; Burton, 2010; Nevill et al, 2017). However, exact values of q vary considerably with age range and fatness as is the case for BM (Hwaung et al, 2020). A q value of 1.0 is both dimensionally appropriate and convenient and that is true also of p in the index WC/SH p .…”
Section: Indices Analogous To the Bmimentioning
confidence: 99%