| Literature DB >> 30548719 |
Mitchell J L Morton1, Mariam Awlia1, Nadia Al-Tamimi1, Stephanie Saade1, Yveline Pailles1, Sónia Negrão1, Mark Tester1.
Abstract
Salt stress limits the productivity of crops grown under saline conditions, leading to substantial losses of yield in saline soils and under brackish and saline irrigation. Salt tolerant crops could alleviate these losses while both increasing irrigation opportunities and reducing agricultural demands on dwindling freshwater resources. However, despite significant efforts, progress towards this goal has been limited, largely because of the genetic complexity of salt tolerance for agronomically important yield-related traits. Consequently, the focus is shifting to the study of traits that contribute to overall tolerance, thus breaking down salt tolerance into components that are more genetically tractable. Greater consideration of the plasticity of salt tolerance mechanisms throughout development and across environmental conditions furthers this dissection. The demand for more sophisticated and comprehensive methodologies is being met by parallel advances in high-throughput phenotyping and sequencing technologies that are enabling the multivariate characterisation of vast germplasm resources. Alongside steady improvements in statistical genetics models, forward genetics approaches for elucidating salt tolerance mechanisms are gaining momentum. Subsequent quantitative trait locus and gene validation has also become more accessible, most recently through advanced techniques in molecular biology and genomic analysis, facilitating the translation of findings to the field. Besides fuelling the improvement of established crop species, this progress also facilitates the domestication of naturally salt tolerant orphan crops. Taken together, these advances herald a promising era of discovery for research into the genetics of salt tolerance in plants.Entities:
Mesh:
Year: 2019 PMID: 30548719 PMCID: PMC6850516 DOI: 10.1111/tpj.14189
Source DB: PubMed Journal: Plant J ISSN: 0960-7412 Impact factor: 6.417
Examples of stress tolerance indices
| Index | Described in |
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| Munns ( |
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| Fox and Rosielle ( |
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| Rosielle and Hamblin ( |
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| Fernandez ( |
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| Fischer and Maurer ( |
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| Fernandez ( |
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| Saade |
Y C and Y S denote the value of the trait selected for assessing salt tolerance for a particular experimental unit, under control and stress conditions, respectively. and denote the population‐wide yield under control and stress conditions, respectively.
Figure 1A plant scientist's guide to dissecting salt tolerance.
For application‐oriented research, salt tolerance should be assessed according to the final trait of interest, most commonly yield – these are typically highly complex. Overall salt tolerance can be hierarchically dissected to identify downstream traits that are more genetically tractable. Traits that are seen to correlate with overall salt tolerance point towards processes that contribute to overall salt tolerance, i.e. salt tolerance mechanisms. A non‐exhaustive list of salt tolerance‐related traits and mechanisms is presented with a broad sense of their hierarchical organisation. This top‐down approach can eventually lead to the identification of underlying genetic components. Importantly, salt tolerance can be calculated using various stress tolerance indices, each of which provides a different perspective and a distinct focus on different aspects of salt tolerance. Moreover, any measure of tolerance can be influenced by the conditions under which it is assessed (examples are illustrated in circles) and the causal mechanisms underlying each measure can be distinct. HI, harvest index; RMR, root‐mass‐ratio; RGR, relative growth rate; TUE, NUE, RUE, transpiration‐, nutrient‐ and radiation‐use efficiency, respectively; S/C, salt tolerance index (Munns, 2002); TOL, tolerance index (Fox and Rosielle, 1982; Fernandez, 1992); MP, mean productivity index (Rosielle and Hamblin, 1981); GMP, geometric mean productivity (Fernandez, 1992); SSI, susceptibility index (Fischer and Maurer, 1978); STI, stress tolerance index (Fernandez, 1992).
Figure 2The phenotypic diversity of Chenopodium quinoa germplasm.
The genetic diversity of quinoa germplasm can be clearly seen through the wide variety of panicle shapes, sizes and colours displayed in these field‐grown specimens (30 distinct accessions grown in the same season and field) (photo credits: Gabriele Fiene).
Comparison of available methods and models for genome‐wide association studies
| Method | Description | Tools | Literature | Benefits | Limitations |
|---|---|---|---|---|---|
| Single locus method | |||||
| Exact methods | |||||
| EMMA | Efficient mixed model association | TASSEL ( | Kang | Polygenic variance is re‐estimated with each marker analysed | Computationally intensive, only allows a single effect (samples or taxa) to be fit as a random effect. All other effects are treated as fixed |
| GEMMA | Genome‐wide efficient mixed model association | GEMMA software ( | Zhou and Stephens ( | ||
| FaST‐LMM | Factored spectrally transformed linear mixed models | FaST‐LMM (python) | Lippert | ||
| Approximate methods | |||||
| EMMAX | Efficient mixed‐model association expedited | TASSEL | Kang | Scales linearly with cohort size in both run time and memory use, substantially increase speed | Do not involve re‐estimating polygenic variance, less accuracy, systematic and appreciable underestimation of the most significant |
| CMLM | Compressed mixed linear model | TASSEL, GAPIT ( | Zhang | ||
| P3D | Population parameters previously determined | TASSEL | Zhang | ||
| Multi‐locus methods | |||||
| MLMM | Multi‐locus mixed model | Python( | Segura | Identify evidence for allelic heterogeneity as well as interactions,unbiased analysis for interactions within the selected set of single nucleotide polymorphisms (SNPs), to some extent handle the confounding usually attributed to population structure, increased power, yielding reliable results for large datasets | Forward–backward inclusion of SNPs limits exploration of the huge model space |
| LMM‐Lasso | Least absolute shrinkage and selection operator | Python( | Rakitsch | Computationally demanding | |
| BSLMM | Bayesian sparse linear mixed model | GEMMA software ( | Zhou | ||
| Multi‐trait methods | |||||
| MTMM | Multi‐trait mixed model | R software( | Korte | Considers both the within‐trait and between‐trait variance components | Difficult to implement in natural population‐based mapping owing to computational complexity; cannot control for population structure |
| Interaction model | Marker by treatment interaction model | Asreml R ( | Al‐Tamimi | Incorporates ‘main effects’ of the marker (SNP effect) and treatment as well as the marker‐by‐treatment interaction (SNP effect in response to the treatment | Cannot handle missing data |
| Bayesian methods | |||||
| SBL | Sparse Bayesian learning regression model | V2 SparseBayes software for Matlab®; SNPTEST, BIMBAM, SAS programs (EBAYES, SSVS and PENAL) | Tipping ( | Ability to estimate PVE, which is the total proportion of variance in response explained by relevant covariates, combine prior beliefs of marker effects, which are expressed in terms of prior distributions | Computationally intensive as it requires Markov chain Monte Carlo |
| One‐step GWAS | |||||
| ssGBLUP | Single‐step genomic best linear unbiased prediction | BLUPF90 software( | Wang | Greater power and precise estimate value | Computationally demanding, not implemented in plant species yet |
| One step interaction | One step marker by treatment interaction model | Asreml R | Greater power and precise estimate value | Computationally demanding; cannot work with missing data | |