Table 3.
Method1 | Assumption or question | References | Related issues | References |
---|---|---|---|---|
In general | How should results from ordination analyses be interpreted? | – | Identifying biologically important structure among results is an open question | Jombart et al. (2009) |
In general | Markers are independent sources of ancestry information | Lawson et al. (2012), Baran et al. (2013) | Correlation of markers due to gametic linkage can distort ordination results and impede interpretation | Patterson et al. (2006), Lawson et al. (2012), Baran et al. (2013) |
In general | No missing data | – | It may not be clear how missing values for microsatellite loci should be replaced | This paper |
In general | Data are noncompositional, relationships between variables are linear | Jombart et al. (2009) | Each allele at a microsatellite locus is treated as a different marker, which creates groups of compositional data | Patterson et al. (2006), Jombart et al. (2008), Odong et al. (2013) |
Microsatellites not formally incorporated into PCA. Analysis combining %PCA with multiple co-inertia analysis may be required | Laloë et al. (2007) | |||
Little information available on performing transformations to correct for nonlinearity and/or compositional microsatellite data | This paper | |||
PCA | Depicts allele frequency variance, assumes homogeneous variances among alleles | Jombart et al. (2009) | Allele frequencies need to be scaled, but the choice of scaling method for microsatellites may not be obvious or accessible | Jombart et al. (2009), Odong et al. (2013) |
PCA | How do outliers influence results from PCA? | – | Outliers are likely to dominate the results and hamper interpretation of other population structure. | Serneels and Verdonck (2008), Zhang et al. (2009) |
PCoA | Depicts distance, assumes distance measure is appropriate for data | Jombart et al. (2009) | Microsatellite mutation model is difficult to infer and is costly to incorrectly specify | This paper, introduction |
DAPC | Describes between-population variation only | Jombart et al. (2010) | Depends on assumptions of PCA and chosen clustering method | Jombart et al. (2010) |
PCA, principal component analysis; PCoA, principal coordinate analysis; DAPC, discriminant analysis of principal components.