2017
DOI: 10.1002/gepi.22104
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A robust and powerful two‐step testing procedure for local ancestry adjusted allelic association analysis in admixed populations

Abstract: Genetic association studies in admixed populations allow us to gain deeper understanding of the genetic architecture of human diseases and traits. However, population stratification, complicated linkage disequilibrium (LD) patterns, and the complex interplay of allelic and ancestry effects on phenotypic traits pose challenges in such analyses. These issues may lead to detecting spurious associations and/or result in reduced statistical power. Fortunately, if handled appropriately, these same challenges provide… Show more

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Cited by 27 publications
(43 citation statements)
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“…To investigate the cost and benefits of asaMap compared to a standard GLM based test we first applied both methods to simulated data to compare their statistical power and to assess important statistical properties of asaMap, like bias and false positive rates. Using the same simulated data we also compared asaMap to another similar test, the LAAA test recently proposed by Duan et al (2017). Finally, we applied both the standard GLM based methods to real data to compare the range of their potential usage.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…To investigate the cost and benefits of asaMap compared to a standard GLM based test we first applied both methods to simulated data to compare their statistical power and to assess important statistical properties of asaMap, like bias and false positive rates. Using the same simulated data we also compared asaMap to another similar test, the LAAA test recently proposed by Duan et al (2017). Finally, we applied both the standard GLM based methods to real data to compare the range of their potential usage.…”
Section: Resultsmentioning
confidence: 99%
“…We emphasize that asaMap is an association testing method and not a method for performing admixture mapping; a mapping approach where correlation between phenotype and inferred local ancestry is used to identify candidate regions (Patterson et al 2004). asaMap is more similar to the 7 Skotte Mapping ancestry specific effects methods of Pasaniuc et al (2011), Yorgov et al (2014 and Duan et al (2017),…”
Section: Skottementioning
confidence: 99%
“…Like similar methods by Pasaniuc et al (2011), Yorgov et al (2014, and Duan et al (2017), asaMap focuses only on one specific allele, the assumed effect allele, when allowing for ancestry-specific effects, as illustrated in Figure S1A. Thus it ignores the possibility that the other allele, the assumed noneffect allele, could mediate an ancestry-specific effect ( Figure S1B).…”
Section: Testing If the Assumed Noneffect Allele Has A Population-smentioning
confidence: 99%
“…We emphasize that asaMap is an association testing method and not a method for performing admixture mapping; a mapping approach where the correlation between phenotype and inferred local ancestry is used to identify candidate regions (Patterson et al, ). asaMap is more similar to the methods of Pasaniuc et al (), Yorgov, Edwards, and Santorico (), and Duan et al (), where ancestry‐specific effects are estimated and tested based on inferred knowledge about local ancestry. These methods focus on the potentially different effects of one specific allele (which we will refer to as “the assumed effect allele”) in the ancestral populations and they assume that the other allele (which we will refer to as “the assumed noneffect allele”) has the same mean phenotypic value in all ancestral populations after correcting for relevant covariates.…”
Section: Introductionmentioning
confidence: 99%
“…The can be problematic when genes are differentially expressed in ancestral populations of admixed individuals. In contrast, local ancestry (LA), or the number of alleles derived from distinct ancestral populations at a given locus, may be more appropriate for population structure adjustment in admixed populations but typically suffers from much longer compute time and can be prone to errors in estimation at a variant level (5,(8)(9)(10)(11)(12).…”
Section: Introductionmentioning
confidence: 99%