The analysis of QTL by simultaneous use of the full linkage map

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作者
Arūnas P. Verbyla
Brian R. Cullis
Robin Thompson
机构
[1] The University of Adelaide,School of Agriculture, Food and Wine
[2] CSIRO,Statistical Bioinformatics—Agribusiness, Mathematical and Information Sciences
[3] New South Wales Department of Primary Industries,Biometrics, Wagga Wagga Research Institute
[4] University of London,School of Mathematical Sciences, Queen Mary College
[5] Rothamsted Research,Centre for Mathematical and Computational Biology, Department of Biomathematics and Bioinformatics
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False Discovery Rate; Broman; Interval Mapping; Composite Interval Mapping; Genetic Line;
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摘要
An extension of interval mapping is presented that incorporates all intervals on the linkage map simultaneously. The approach uses a working model in which the sizes of putative QTL for all intervals across the genome are random effects. An outlier detection method is used to screen for possible QTL. Selected QTL are subsequently fitted as fixed effects. This screening and selection approach is repeated until the variance component for QTL sizes is not statistically significant. A comprehensive simulation study is conducted in which map uncertainty is included. The proposed method is shown to be superior to composite interval mapping in terms of power of detection of QTL. There is an increase in the rate of false positive QTL detected when using the new approach, but this rate decreases as the population size increases. The new approach is much simpler computationally. The analysis of flour milling yield in a doubled haploid population illustrates the improved power of detection of QTL using the approach, and also shows how vital it is to allow for sources of non-genetic variation in the analysis.
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