2003
DOI: 10.1104/pp.013839
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Combining Quantitative Trait Loci Analysis and an Ecophysiological Model to Analyze the Genetic Variability of the Responses of Maize Leaf Growth to Temperature and Water Deficit

Abstract: Ecophysiological models predict quantitative traits of one genotype in any environment, whereas quantitative trait locus (QTL) models predict the contribution of alleles to quantitative traits under a limited number of environments. We have combined both approaches by dissecting into effects of QTLs the parameters of a model of maize (Zea mays) leaf elongation rate (LER; H. Ben Haj Salah, F. Tardieu [1997] Plant Physiol 114: 893-900). Response curves of LER to meristem temperature, water vapor pressure differ… Show more

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Cited by 377 publications
(330 citation statements)
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“…In this second strategy, the development of ideotypes can also benefit from QTL detection or genomic selection methodologies, with markers used to tag the genomic areas controlling targeted traits or parameters in ecophysiological models, e.g., vernalization or photoperiod parameters in models predicting plant earliness (Bogard et al 2014). In this way, marker-based modeling can be used to predict key parameters of ecophysiological models and then build genotypes with optimum parameter combinations (Letort et al 2008;Reymond et al 2003;Prudent et al 2011) through the selection of the best allelic combinations (Hoogenboom et al 2004;Chenu et al 2009). For all these reasons, we believe that a trait-based approach is a promising strategy for building ideotypes for multiple cropping systems, even though the main bottlenecks are still the availability of cultivar trait values and dedicated ecophysiological models.…”
mentioning
confidence: 99%
“…In this second strategy, the development of ideotypes can also benefit from QTL detection or genomic selection methodologies, with markers used to tag the genomic areas controlling targeted traits or parameters in ecophysiological models, e.g., vernalization or photoperiod parameters in models predicting plant earliness (Bogard et al 2014). In this way, marker-based modeling can be used to predict key parameters of ecophysiological models and then build genotypes with optimum parameter combinations (Letort et al 2008;Reymond et al 2003;Prudent et al 2011) through the selection of the best allelic combinations (Hoogenboom et al 2004;Chenu et al 2009). For all these reasons, we believe that a trait-based approach is a promising strategy for building ideotypes for multiple cropping systems, even though the main bottlenecks are still the availability of cultivar trait values and dedicated ecophysiological models.…”
mentioning
confidence: 99%
“…So modellers may want to translate plant parameters into equivalent genes or collections of genes. This was not attempted, as discussed in the Introduction, because for most parameters the link with DNA sequences or QTLs is still tenuous, with some notable exceptions (Reymond et al 2003;Yin et al 2004). Messina et al (2009) andCooper et al (2014) sketch a future of plant breeding in which unravelling the genetic basis of modelled plant properties will support high-throughput phenotyping, which they consider essential for the scaling up of breeding programmes to larger numbers of genotypes.…”
Section: From Ideotype To Selection Criteriamentioning
confidence: 99%
“…Similarly, Reymond et al (2003) were able to relate QTLs to the parameters that govern response of maize leaf expansion to temperature and water status, and Dong et al (2012) developed a regulatory network model for over 30 genes controlling flowering time in maize. These various studies were largely based on recombinant inbred lines, thus simplifying the genetic differences between genotypes, and the variety of environmental conditions was also limited.…”
Section: Cultivar-specific Parameter Estimationmentioning
confidence: 99%
“…When z is time related, the error term δ ij demands careful modelling of possible autocorrelations between observations at short intervals. Two illustrative examples of physiological modelling of response curves followed by QTL mapping of the estimated curve parameters are Reymond et al (2003) for linear parameters and Yin et al (2005) for non-linear parameters.…”
Section: Qtl Mapping Of Earlier Estimated Curve Parametersmentioning
confidence: 99%
“…Even the inclusion of response surfaces in various dimensions does not present statistical-technical problems, although the number of environments necessary for sufficiently precise estimation of the increasing number of regression parameters will not often be reached in plantbreeding programmes. When good explicit environmental characterizations are available, it is often preferable to model the genotypic responses by parametric linear and non-linear regression functions based on physiological insights, control equations (Reymond et al 2003;Tardieu 2003;Tardieu et al 2005) or meta-mechanisms (Hammer et al 2005), instead of working with polynomial approximations to these non-linear functions. A general expression for non-linear genotypic responses in one dimension is…”
Section: Qtl Mapping Of Earlier Estimated Curve Parametersmentioning
confidence: 99%