The synergy factor: a statistic to measure interactions in complex diseases

<p>Abstract</p> <p>Background</p> <p>One challenge in understanding complex diseases lies in revealing the interactions between susceptibility factors, such as genetic polymorphisms and environmental exposures. There is thus a need to examine such interactions explicitl...

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Main Authors: Combarros Onofre, Smith A David, Cortina-Borja Mario, Lehmann Donald J
Format: Article
Language:English
Published: BMC 2009-06-01
Series:BMC Research Notes
Online Access:http://www.biomedcentral.com/1756-0500/2/105
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spelling doaj-5ccd16a59e534570bcd6ee4fd34982982020-11-25T01:12:22ZengBMCBMC Research Notes1756-05002009-06-012110510.1186/1756-0500-2-105The synergy factor: a statistic to measure interactions in complex diseasesCombarros OnofreSmith A DavidCortina-Borja MarioLehmann Donald J<p>Abstract</p> <p>Background</p> <p>One challenge in understanding complex diseases lies in revealing the interactions between susceptibility factors, such as genetic polymorphisms and environmental exposures. There is thus a need to examine such interactions explicitly. A corollary is the need for an accessible method of measuring both the size and the significance of interactions, which can be used by non-statisticians and with summarised, e.g. published data. The lack of such a readily available method has contributed to confusion in the field.</p> <p>Findings</p> <p>The synergy factor (<it>SF</it>) allows assessment of binary interactions in case-control studies. In this paper we describe its properties and its novel characteristics, e.g. in calculating the power to detect a synergistic effect and in its application to meta-analyses. We illustrate these functions with real examples in Alzheimer's disease, e.g. a meta-analysis of the potential interaction between a <it>BACE1 </it>polymorphism and <it>APOE</it>4: <it>SF </it>= 2.5, 95% confidence interval: 1.5–4.2; <it>p </it>= 0.0001.</p> <p>Conclusion</p> <p>Synergy factors are easy to use and clear to interpret. Calculations may be performed through the Excel programmes provided within this article. Unlike logistic regression analysis, the method can be applied to datasets of any size, however small. It can be applied to primary or summarised data, e.g. published data. It can be used with any type of susceptibility factor, provided the data are dichotomised. Novel features include power estimation and meta-analysis.</p> http://www.biomedcentral.com/1756-0500/2/105
collection DOAJ
language English
format Article
sources DOAJ
author Combarros Onofre
Smith A David
Cortina-Borja Mario
Lehmann Donald J
spellingShingle Combarros Onofre
Smith A David
Cortina-Borja Mario
Lehmann Donald J
The synergy factor: a statistic to measure interactions in complex diseases
BMC Research Notes
author_facet Combarros Onofre
Smith A David
Cortina-Borja Mario
Lehmann Donald J
author_sort Combarros Onofre
title The synergy factor: a statistic to measure interactions in complex diseases
title_short The synergy factor: a statistic to measure interactions in complex diseases
title_full The synergy factor: a statistic to measure interactions in complex diseases
title_fullStr The synergy factor: a statistic to measure interactions in complex diseases
title_full_unstemmed The synergy factor: a statistic to measure interactions in complex diseases
title_sort synergy factor: a statistic to measure interactions in complex diseases
publisher BMC
series BMC Research Notes
issn 1756-0500
publishDate 2009-06-01
description <p>Abstract</p> <p>Background</p> <p>One challenge in understanding complex diseases lies in revealing the interactions between susceptibility factors, such as genetic polymorphisms and environmental exposures. There is thus a need to examine such interactions explicitly. A corollary is the need for an accessible method of measuring both the size and the significance of interactions, which can be used by non-statisticians and with summarised, e.g. published data. The lack of such a readily available method has contributed to confusion in the field.</p> <p>Findings</p> <p>The synergy factor (<it>SF</it>) allows assessment of binary interactions in case-control studies. In this paper we describe its properties and its novel characteristics, e.g. in calculating the power to detect a synergistic effect and in its application to meta-analyses. We illustrate these functions with real examples in Alzheimer's disease, e.g. a meta-analysis of the potential interaction between a <it>BACE1 </it>polymorphism and <it>APOE</it>4: <it>SF </it>= 2.5, 95% confidence interval: 1.5–4.2; <it>p </it>= 0.0001.</p> <p>Conclusion</p> <p>Synergy factors are easy to use and clear to interpret. Calculations may be performed through the Excel programmes provided within this article. Unlike logistic regression analysis, the method can be applied to datasets of any size, however small. It can be applied to primary or summarised data, e.g. published data. It can be used with any type of susceptibility factor, provided the data are dichotomised. Novel features include power estimation and meta-analysis.</p>
url http://www.biomedcentral.com/1756-0500/2/105
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