2021
DOI: 10.1016/j.fcr.2021.108160
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Environmental characterization and yield gap analysis to tackle genotype-by-environment-by-management interactions and map region-specific agronomic and breeding targets in groundnut

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Cited by 19 publications
(11 citation statements)
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“…Here we consider selection strategies that incorporate applications of genomic prediction ( Meuwissen et al., 2001 ; Bernardo and Yu, 2007 ; Heffner et al., 2009 ; Cooper et al., 2014a ; Voss-Fels et al., 2019 ). Selection pressure is implemented by applying truncation selection to the distributions of observed or predicted values for one or more traits within the reference population of genotypes (RPG) of a breeding program; for example, selection to increase crop yield, improve grain quality and improve abiotic and biotic stress tolerances to reduce the extent of yield losses due to the occurrence of the frequent stresses in the TPE ( Chenu et al., 2011 ; Kholová et al., 2013 ; Hajjarpoor et al., 2021 ; Messina et al., 2022a ). The structure of the breeder’s equation has a long history in animal and plant breeding ( Lush, 1937 ; Hallauer and Miranda, 1988 ; Nyquist and Baker, 1991 ; Comstock, 1996 ; Moose and Mumm, 2008 ) and is frequently used as a quantitative framework for the design and optimization of crop breeding programs ( Araus and Cairns, 2014 ; Araus et al., 2018 ; Cobb et al., 2019 ; Voss-Fels et al., 2019 ; Kholová et al., 2021 ; Cooper and Messina, 2023 ).…”
Section: Theoretical Developmentmentioning
confidence: 99%
“…Here we consider selection strategies that incorporate applications of genomic prediction ( Meuwissen et al., 2001 ; Bernardo and Yu, 2007 ; Heffner et al., 2009 ; Cooper et al., 2014a ; Voss-Fels et al., 2019 ). Selection pressure is implemented by applying truncation selection to the distributions of observed or predicted values for one or more traits within the reference population of genotypes (RPG) of a breeding program; for example, selection to increase crop yield, improve grain quality and improve abiotic and biotic stress tolerances to reduce the extent of yield losses due to the occurrence of the frequent stresses in the TPE ( Chenu et al., 2011 ; Kholová et al., 2013 ; Hajjarpoor et al., 2021 ; Messina et al., 2022a ). The structure of the breeder’s equation has a long history in animal and plant breeding ( Lush, 1937 ; Hallauer and Miranda, 1988 ; Nyquist and Baker, 1991 ; Comstock, 1996 ; Moose and Mumm, 2008 ) and is frequently used as a quantitative framework for the design and optimization of crop breeding programs ( Araus and Cairns, 2014 ; Araus et al., 2018 ; Cobb et al., 2019 ; Voss-Fels et al., 2019 ; Kholová et al., 2021 ; Cooper and Messina, 2023 ).…”
Section: Theoretical Developmentmentioning
confidence: 99%
“…Similarly, crop improvement programs have to breed for the same traits in order to enhance the economics of peanut farming. This is currently difficult because evaluation of these traits in both processes (i.e., market and breeding) relies on manual assessment which is time-consuming and potentially error-prone (e.g., [ 3 , 44 , 51 , 53 , 54 ]. Therefore, assessing the potential of emerging X-ray technology options and advanced data analytics to close these gaps was the main motivation of the presented study.…”
Section: Discussionmentioning
confidence: 99%
“…However, taking aim at the TPE as a mixture of environment-types (Podlich et al, 1999; Cooper et al, 2014a,b; Gaffney et al, 2015; Rogers et al, 2021; Smith et al, 2021a, b; Messina et al, 2022a,b) is much less common than taking aim at specific environment-types. Taking aim at the TPE requires detailed consideration of the mixture of target environment-types within the TPE (Chapman et al, 2000; Chenu et al, 2011; Kholová et al, 2013; Cooper et al, 2014a, b; Lobell et al, 2015; Hajjarpoor et al, 2021; Resende et al, 2021), the extent of GxE interactions between environment-types (Figure 2) and the details of the genetic variance-covariance structure among the environment-types, and appropriate attention to weighting the sources of G2P information for traits, that is available from the environment-types sampled in the MET training data sets, by their frequencies of occurrence and relative importance in the TPE (Podlich et al, 1999; Cooper et al, 2014a, b; Gaffney et al, 2015; Messina et al, 2018; Smith et al, 2021b).…”
Section: Discussionmentioning
confidence: 99%
“…Here we consider selection strategies that incorporate applications of genomic prediction (Heffner et al, 2009; Cooper et al, 2014a; Voss-Fels et al, 2019). Selection pressure is implemented by applying truncation selection to the distributions of observed or predicted values for one or more traits within the reference population of genotypes (RPG) of a breeding program; for example, selection to increase crop yield, improve grain quality and improve abiotic and biotic stress tolerances to reduce the extent of yield losses due to the occurrence of the frequent stresses in the TPE (Chenu et al, 2011; Kholová et al, 2013; Hajjarpoor et al, 2021; Messina et al, 2022a). The structure of the breeder’s equation has a long history in animal and plant breeding (Lush, 1937; Hallauer and Miranda, 1988; Nyquist and Baker, 1991; Comstock, 1996) and is frequently used as a quantitative framework for the design and optimisation of crop breeding programs (Araus and Cairns, 2014; Cobb et al, 2019; Kholová et al, 2021; Cooper and Messina, 2022).…”
Section: Introductionmentioning
confidence: 99%