2018
DOI: 10.1534/g3.118.200273
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Genomic Selection for Late Blight and Common Scab Resistance in Tetraploid Potato (Solanum tuberosum)

Abstract: Potato (Solanum tuberosum) is a staple food crop and is considered one of the main sources of carbohydrates worldwide. Late blight (Phytophthora infestans) and common scab (Streptomyces scabies) are two of the primary production constraints faced by potato farming. Previous studies have identified a few resistance genes for both late blight and common scab; however, these genes explain only a limited fraction of the heritability of these diseases. Genomic selection has been demonstrated to be an effective meth… Show more

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Cited by 81 publications
(90 citation statements)
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“…The simplest one is to incorporate a general matrix into the linear models made up of dummy variables. This model contains as many degrees of freedom as ploidy level per locus and allowing for any interaction structure between alleles (Enciso-Rodriguez et al, 2018;Amadeu et al, 2019). RKHS models (Gianola et al, 2006;Gianola et al, 2008; are also able to capture complex interaction patterns in a relatively straightforward manner.…”
Section: Discussionmentioning
confidence: 99%
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“…The simplest one is to incorporate a general matrix into the linear models made up of dummy variables. This model contains as many degrees of freedom as ploidy level per locus and allowing for any interaction structure between alleles (Enciso-Rodriguez et al, 2018;Amadeu et al, 2019). RKHS models (Gianola et al, 2006;Gianola et al, 2008; are also able to capture complex interaction patterns in a relatively straightforward manner.…”
Section: Discussionmentioning
confidence: 99%
“…The above parameterization assumes additivity of effects, although linear models can address non-linear relationships if properly parameterized. Non-linear interactions can be modeled by expressing g (Equation 2) in a general way, i.e., g = W w where W (centered and scaled) is a matrix of dummy variables that indicates the number of copies of the reference allele ranging from 0 to the ploidy level (Slater et al, 2016;Enciso-Rodriguez et al, 2018). This model is, in principle, a good parameterization to account for nonlinear interactions and we will refer to it as BRR general model (BRR-GM), since Bayes ridge regression was used.…”
Section: Penalized Linear Methodsmentioning
confidence: 99%
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“…We illustrate the software with sequence data from the Drosophila genome reference panel (DGRP, [21]), parsed and filtered as explained in [22], and genotype data from tetraploid potato [23], parsed as described in [7]. Data and scripts are in https ://githu b.com/migue lpere zenci so/ # 10 QTNs are simulated, h2 of the trait is 0.7 qtn = gg.QTNs(h2=[0.7], genome=gfeatures, nqtn=10) # environmental variances are computed qtn.get_var(gfeatures, gbase) Selection is implemented in cycles, the number of generations, the numbers of males and females selected, and family size must be specified.…”
Section: Usage and Examplesmentioning
confidence: 99%
“…Panel (DGRP, [11]), parsed and filtered as detailed in [12], and genotype data from tetraploid potato [13], parsed as described in [2].…”
Section: Examplesmentioning
confidence: 99%