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The power and statistical behaviour of allele-sharing statistics when applied to models with two disease loci

The power and statistical behaviour of allele-sharing statistics when applied to models with two disease loci
The power and statistical behaviour of allele-sharing statistics when applied to models with two disease loci
We have evaluated the power for detecting a common trait determined by two loci, using seven statistics, of which five are implemented in the computer program SimWalk2, and two are implemented in GENEHUNTER. Unlike most previous reports which involve evaluations of the power of allele-sharing statistics for a single disease locus, we have used a simulated data set of general pedigrees in which a two-locus disease is segregating and evaluated several nonparametric linkage statistics implemented in the two programs. We found that the power for detecting linkage using the S(all) statistic in GENEHUNTER (GH, version 2.1), implemented as statistic E in SimWalk2 (version 2.82), is different in the two. The P values associated with statistic E output by SimWalk2 are consistently more conservative than those from GENEHUNTER except when the underlying model includes heterogeneity at a level of 50% where the P values output are very comparable. On the other hand, when the thresholds are determined empirically under the null hypothesis, S(all) in GENEHUNTER and statistic E have similar power
statistical, health, hypothesis, alleles, linkage (genetics), models, research support, data interpretation, nonparametric, report, humans, genetic, hand, statistics, disease, computer simulation, u.s.gov't, animals, pedigree, epidemiology, p.h.s., non-u.s.gov't, public health, multifactorial inheritance
99-103
Shugart, Yin Y.
df04db1d-db61-48d1-bbe0-09aad3ca8601
Feng, Bing-Jian
b06d35c2-9612-427d-a5c2-0f14abbc9b45
Collins, Andrew
7daa83eb-0b21-43b2-af1a-e38fb36e2a64
Shugart, Yin Y.
df04db1d-db61-48d1-bbe0-09aad3ca8601
Feng, Bing-Jian
b06d35c2-9612-427d-a5c2-0f14abbc9b45
Collins, Andrew
7daa83eb-0b21-43b2-af1a-e38fb36e2a64

Shugart, Yin Y., Feng, Bing-Jian and Collins, Andrew (2002) The power and statistical behaviour of allele-sharing statistics when applied to models with two disease loci. Journal of Genetics, 81 (3), 99-103.

Record type: Article

Abstract

We have evaluated the power for detecting a common trait determined by two loci, using seven statistics, of which five are implemented in the computer program SimWalk2, and two are implemented in GENEHUNTER. Unlike most previous reports which involve evaluations of the power of allele-sharing statistics for a single disease locus, we have used a simulated data set of general pedigrees in which a two-locus disease is segregating and evaluated several nonparametric linkage statistics implemented in the two programs. We found that the power for detecting linkage using the S(all) statistic in GENEHUNTER (GH, version 2.1), implemented as statistic E in SimWalk2 (version 2.82), is different in the two. The P values associated with statistic E output by SimWalk2 are consistently more conservative than those from GENEHUNTER except when the underlying model includes heterogeneity at a level of 50% where the P values output are very comparable. On the other hand, when the thresholds are determined empirically under the null hypothesis, S(all) in GENEHUNTER and statistic E have similar power

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More information

Published date: December 2002
Keywords: statistical, health, hypothesis, alleles, linkage (genetics), models, research support, data interpretation, nonparametric, report, humans, genetic, hand, statistics, disease, computer simulation, u.s.gov't, animals, pedigree, epidemiology, p.h.s., non-u.s.gov't, public health, multifactorial inheritance

Identifiers

Local EPrints ID: 60235
URI: http://eprints.soton.ac.uk/id/eprint/60235
PURE UUID: 58f5b714-781e-4665-aedb-fef921e8d015
ORCID for Andrew Collins: ORCID iD orcid.org/0000-0001-7108-0771

Catalogue record

Date deposited: 05 Sep 2008
Last modified: 30 Nov 2023 02:32

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Contributors

Author: Yin Y. Shugart
Author: Bing-Jian Feng
Author: Andrew Collins ORCID iD

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