| Literature DB >> 35938022 |
Elizabeth M Ross1, Ben J Hayes1.
Abstract
Metagenomic predictions use variation in the metagenome (microbiome profile) to predict the unknown phenotype of the associated host. Metagenomic predictions were first developed 10 years ago, where they were used to predict which cattle would produce high or low levels of enteric methane. Since then, the approach has been applied to several traits and species including residual feed intake in cattle, and carcass traits, body mass index and disease state in pigs. Additionally, the method has been extended to include predictions based on other multi-dimensional data such as the metabolome, as well to combine genomic and metagenomic information. While there is still substantial optimisation required, the use of metagenomic predictions is expanding as DNA sequencing costs continue to fall and shows great promise particularly for traits heavily influenced by the microbiome such as feed efficiency and methane emissions.Entities:
Keywords: feed efficiency; metagenomics; methane; microbiome; prediction
Year: 2022 PMID: 35938022 PMCID: PMC9348756 DOI: 10.3389/fgene.2022.865765
Source DB: PubMed Journal: Front Genet ISSN: 1664-8021 Impact factor: 4.772
FIGURE 1(A) The host associated microbiome is influenced by a range of factors including host genetics, diet, drugs and medication, and physical location. In turn the host associated microbiome is thought to influence several phenotypes including enteric methane production, feed conversion efficiency, immune function, and even neurological traits. (B) Metagenomic predictions use a reference population of microbiome samples and measured phenotypes to predict unknown phenotypes in a difference validation population with only microbiome samples. The accuracy of the prediction can be evaluated by comparing measured phenotypes in the validation population to these predicted by the model. Image generated in BioRender.
Summary of studies which have used rumen metagenomic profiles to predict phenotypes in ruminants.
| Study | Species (N | Phenotype | Method | Within or between Countries | Accuracy | |
|---|---|---|---|---|---|---|
| Microbiome Only | Microbiome and Genome | |||||
|
| Dairy cattle (62) | Enteric methane | Co-variance matrix and BLUP | Within | <0NS–0.79 | - |
| Random Forests | Within | 0.33 | - | |||
|
| Dairy cattle (28) | Residual feed intake | Co-variance matrix and BLUP | Within | 0.08NS - 0.49 | 0.38–0.57 |
|
| Dairy cattle (61) | Feed efficiency | Linear effects | Between | 0.19 | - |
| Dry matter intake | Linear effects | Between | 0.39 | - | ||
|
| Sheep (99) | Enteric methane | Co-variance matrix and BLUP with microbiome | Within | <0NS–0.14 | 0NS–0.25 |
| Co-variance matrix and BLUP with metabolome | Within | 0.13–0.25 | 0.16–0.27 | |||
|
| Sheep (340) | Enteric methane | Principle component analysis | Within | 0.17–0.51 | - |
|
| Sheep (1702) | Enteric methane | Correlation matrix and BLUP | Between | <0 | <0 |
| Correlation matrix and BLUP | Within | 0.40–0.57 | 0.53–0.60 | |||
Number of animals used in the entire study, including both reference and validation populations.
Not cross validated.
Not significantly different to 0.
FIGURE 2An example of the count matrix that can be used to capture the variation in the microbial population. Note that the total number of reads for each animal may vary, as in this example, and should be standardised. While this example only includes 12 taxa, many thousands of taxa can be included in the count matrix.