2022
DOI: 10.1111/1755-0998.13665
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Complex population structure and haplotype patterns in the Western European honey bee from sequencing a large panel of haploid drones

Abstract: Honey bee subspecies originate from specific geographical areas in Africa, Europe and the Middle East, and beekeepers interested in specific phenotypes have imported genetic material to regions outside of the bees' original range for use either in pure lines or controlled crosses. Moreover, imported drones are present in the environment and mate naturally with queens from the local subspecies. The resulting admixture complicates population genetics analyses, and population stratification can be a major problem… Show more

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Cited by 13 publications
(42 citation statements)
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“…The second model exploits information available across multiple colonies to reconstruct the queen genotypes. Performances of the models are evaluated through simulations, including some based on real data from an Apis mellifera diversity panel (Wragg et al, 2022). Using these simulations, we show that the genetic ancestry of a queen estimated from pool sequencing data matches results from standard population genetics methods based on queen genotypes data.…”
Section: Introductionmentioning
confidence: 93%
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“…The second model exploits information available across multiple colonies to reconstruct the queen genotypes. Performances of the models are evaluated through simulations, including some based on real data from an Apis mellifera diversity panel (Wragg et al, 2022). Using these simulations, we show that the genetic ancestry of a queen estimated from pool sequencing data matches results from standard population genetics methods based on queen genotypes data.…”
Section: Introductionmentioning
confidence: 93%
“…In our applications below, the reference populations considered are Apis mellifera mellifera, Apis mellifera ligustica & carnica and Apis mellifera causasia, the three main genetically distinct populations found in Western Europe (Wragg et al, 2022). We will do that in a supervised manner and therefore, we will assume that we are provided with allele frequencies in a set of K reference populations at the L loci: this takes the form of an L × K matrix F where F lk is the frequency of the reference allele at locus l in population k. Here we are interested in inferring q, the Kvector of admixture proportions for the queen: q k is the proportion of alleles over all loci that come from population k.…”
Section: Admixture Model (Am)mentioning
confidence: 99%
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