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      Alternative scoring methods of fusarium head blight resistance for genomic assisted breeding

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          Abstract

          Fusarium head blight (FHB) is a fungal disease of wheat ( Triticum aestivum.L) that causes yield losses and produces mycotoxins which could easily exceed the limits of the EU regulations. Resistance to FHB has a complex genetic architecture and accurate evaluation in breeding programs is key to selecting resistant varieties. The Area Under the Disease Progress Curve (AUDPC) is one of the commonly metric used as a standard methodology to score FHB. Although efficient, AUDPC requires significant costs in phenotyping to cover the entire disease development pattern. Here, we show that there are more efficient alternatives to AUDPC (angle, growing degree days to reach 50% FHB severity, and FHB maximum variance) that reduce the number of field assessments required and allow for fair comparisons between unbalanced evaluations across trials. Furthermore, we found that the evaluation method that captures the maximum variance in FHB severity across plots is the most optimal approach for scoring FHB. In addition, results obtained on experimental data were validated on a simulated experiment where the disease progress curve was modeled as a sigmoid curve with known parameters and assessment protocols were fully controlled. Results show that alternative metrics tested in this study captured key components of quantitative plant resistance. Moreover, the new metrics could be a starting point for more accurate methods for measuring FHB in the field. For example, the optimal interval for FHB evaluation could be predicted using prior knowledge from historical weather data and FHB scores from previous trials. Finally, the evaluation methods presented in this study can reduce the FHB phenotyping burden in plant breeding with minimal losses on signal detection, resulting in a response variable available to use in data-driven analysis such as genome-wide association studies or genomic selection.

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          Most cited references58

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          R: A language and environment for statistical computing

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            Efficient methods to compute genomic predictions.

            P VanRaden (2008)
            Efficient methods for processing genomic data were developed to increase reliability of estimated breeding values and to estimate thousands of marker effects simultaneously. Algorithms were derived and computer programs tested with simulated data for 2,967 bulls and 50,000 markers distributed randomly across 30 chromosomes. Estimation of genomic inbreeding coefficients required accurate estimates of allele frequencies in the base population. Linear model predictions of breeding values were computed by 3 equivalent methods: 1) iteration for individual allele effects followed by summation across loci to obtain estimated breeding values, 2) selection index including a genomic relationship matrix, and 3) mixed model equations including the inverse of genomic relationships. A blend of first- and second-order Jacobi iteration using 2 separate relaxation factors converged well for allele frequencies and effects. Reliability of predicted net merit for young bulls was 63% compared with 32% using the traditional relationship matrix. Nonlinear predictions were also computed using iteration on data and nonlinear regression on marker deviations; an additional (about 3%) gain in reliability for young bulls increased average reliability to 66%. Computing times increased linearly with number of genotypes. Estimation of allele frequencies required 2 processor days, and genomic predictions required <1 d per trait, and traits were processed in parallel. Information from genotyping was equivalent to about 20 daughters with phenotypic records. Actual gains may differ because the simulation did not account for linkage disequilibrium in the base population or selection in subsequent generations.
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              Prediction of Total Genetic Value Using Genome-Wide Dense Marker Maps

              Recent advances in molecular genetic techniques will make dense marker maps available and genotyping many individuals for these markers feasible. Here we attempted to estimate the effects of ∼50,000 marker haplotypes simultaneously from a limited number of phenotypic records. A genome of 1000 cM was simulated with a marker spacing of 1 cM. The markers surrounding every 1-cM region were combined into marker haplotypes. Due to finite population size (Ne = 100), the marker haplotypes were in linkage disequilibrium with the QTL located between the markers. Using least squares, all haplotype effects could not be estimated simultaneously. When only the biggest effects were included, they were overestimated and the accuracy of predicting genetic values of the offspring of the recorded animals was only 0.32. Best linear unbiased prediction of haplotype effects assumed equal variances associated to each 1-cM chromosomal segment, which yielded an accuracy of 0.73, although this assumption was far from true. Bayesian methods that assumed a prior distribution of the variance associated with each chromosome segment increased this accuracy to 0.85, even when the prior was not correct. It was concluded that selection on genetic values predicted from markers could substantially increase the rate of genetic gain in animals and plants, especially if combined with reproductive techniques to shorten the generation interval.
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                Author and article information

                Contributors
                Journal
                Front Plant Sci
                Front Plant Sci
                Front. Plant Sci.
                Frontiers in Plant Science
                Frontiers Media S.A.
                1664-462X
                11 January 2023
                2022
                : 13
                : 1057914
                Affiliations
                [1] 1 Department of Biotechnology and Plant Biology - Centre for Biotechnology and Plant Genomics (CBGP) - Universidad Politécnica de Madrid (UPM) , Madrid, Spain
                [2] 2 Department of Agrobiotechnology, Institute of Biotechnology in Plant Production, University of Natural Resources and Life Sciences Vienna (BOKU) , Tulln an der Donau, Austria
                [3] 3 Department of Plant Sciences, Norwegian University of Life Sciences (NMBU) , Ås, Norway
                [4] 4 Secobra Saatzucht GmbH , Moosburg, Germany
                [5] 5 Bavarian State Research Center for Agriculture, Institute for Crop Science and Plant Breeding , Freising, Germany
                [6] 6 CIBMTR (Center for International Blood and Marrow Transplant Research), National Marrow Donor Program/Be The Match , Minneapolis, MN, United States
                Author notes

                Edited by: Valerio Hoyos-Villegas, McGill University, Canada

                Reviewed by: Helen Mary Booker, University of Guelph, Canada; Brian Steffenson, University of Minnesota Twin Cities, United States

                *Correspondence: J. Garcia-Abadillo, j.gvelasco@ 123456upm.es ; J. Isidro-Sánchez, j.isidro@ 123456upm.es

                This article was submitted to Plant Breeding, a section of the journal Frontiers in Plant Science

                Article
                10.3389/fpls.2022.1057914
                9876611
                0f252a1f-b96b-47bf-bdbf-62dfc07291ae
                Copyright © 2023 Garcia-Abadillo, Morales, Buerstmayr, Michel, Lillemo, Holzapfel, Hartl, Akdemir, Carvalho and Isidro-Sánchez

                This is an open-access article distributed under the terms of the Creative Commons Attribution License (CC BY). The use, distribution or reproduction in other forums is permitted, provided the original author(s) and the copyright owner(s) are credited and that the original publication in this journal is cited, in accordance with accepted academic practice. No use, distribution or reproduction is permitted which does not comply with these terms.

                History
                : 30 September 2022
                : 24 November 2022
                Page count
                Figures: 5, Tables: 2, Equations: 10, References: 58, Pages: 14, Words: 7070
                Categories
                Plant Science
                Methods

                Plant science & Botany
                genomic selection (gs),fusarium head blight (fhb),wheat,quantitative resistance,plant breeding,simulation and empirical evidence

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