ArticleGenetics, selection, evolution : GSE2016
Contributions of linkage disequilibrium and co-segregation information to the accuracy of genomic prediction.
Article in Genetics, selection, evolution : GSE, 2016. The graph could read no effect estimate from its abstract, so it casts no vote on the map. Cited by 10 papers.
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10 citing papers in PubMed.
- Genomic predictions under different genetic architectures are impacted by mating designs.Veterinary and animal science · 2024Article
- High density linkage maps, genetic architecture, and genomic prediction of growth and wood properties in Pinus radiata.BMC genomics · 2022Article
- Prediction ability of genome-wide markers in Pinus taeda L. within and between population is affected by relatedness to the training population and trait genetic architecture.G3 (Bethesda, Md.) · 2022Article
- Review
- Achievements and Challenges of Genomics-Assisted Breeding in Forest Trees: From Marker-Assisted Selection to Genome Editing.International journal of molecular sciences · 2021Review
- Genomic predictions for fillet yield and firmness in rainbow trout using reduced-density SNP panels.BMC genomics · 2021Article
- Marker Selection in Multivariate Genomic Prediction Improves Accuracy of Low Heritability Traits.Frontiers in genetics · 2020Article
- Genomic Selection in Aquaculture: Application, Limitations and Opportunities With Special Reference to Marine Shrimp and Pearl Oysters.Frontiers in genetics · 2018Review
- An analytical framework to derive the expected precision of genomic selection.Genetics, selection, evolution : GSE · 2017Article
- Using a very low-density SNP panel for genomic selection in a breeding program for sheep.Genetics, selection, evolution : GSE · 2017Article
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3 authors.
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Abstract
backgroundTraditional genomic prediction models using multiple regression on single nucleotide polymorphisms (SNPs) genotypes exploit associations between genotypes of quantitative trait loci (QTL) and SNPs, which can be created by historical linkage disequilibrium (LD), recent co-segregation (CS) and pedigree relationships. Results from field data analyses show that prediction accuracy is usually much higher for individuals that are close relatives of the training population than for distantly related individuals. A possible reason is that historical LD between QTL and SNPs is weak and, for close relatives, prediction accuracy of SNP models is mainly contributed by pedigree relationships and CS. Information from pedigree relationships decreases fast over generations and only contributes to within-family prediction. Information from CS is affected by family structures and effective population size, and can have a substantial contribution to prediction accuracy when modeled explicitly.
resultsIn this study, a method to explicitly model CS was developed by following the transmission of putative QTL alleles using allele origins at SNPs. Bayesian hierarchical models that combine information from LD and CS (LD-CS model) were developed for genomic prediction in pedigree populations. Contributions of LD and CS information to prediction accuracy across families and generations without retraining were investigated in simulated half-sib datasets and deep pedigrees with different recent effective population sizes, respectively. Results from half-sib datasets showed that when historical LD between QTL and SNPs is low, accuracy of the LD model decreased when the training data size is increased by adding independent sire families, but accuracies from the CS and LD-CS models increased and plateaued rapidly. Results from deep pedigree datasets show that the LD model had high accuracy across generations only when historical LD between QTL and SNPs was high. Modeling CS explicitly resulted in higher accuracy than the LD model across generations when the mating design generated many close relatives.
conclusionsOur results suggest that modeling CS explicitly improves accuracy of genomic prediction when historical LD between QTL and SNPs is low. Modeling both LD and CS explicitly is expected to improve accuracy when recent effective population size is small, or when the training data include many independent families.
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