Pairwise Measures of Ancestry Divergence
It is possible to identify a subset of mutually unrelated individuals in a sample based solely on pairwise measures of genetic relatedness (i.e. kinship coefficients). However, in order to obtain accurate population structure inference for the entire sample, it is important that the ancestries of all individuals in the sample are represented by at least one individual in this subset. In order to identify a mutually unrelated and ancestry representative subset of individuals, PC-AiR also utilizes measures of ancestry divergence. These measures are calculated using the KING-robust kinship coefficient estimator (Manichaikul et al., 2010), which provides systematically negative estimates for unrelated pairs of individuals with different ancestry. The number of negative pairwise estimates that an individual has provides information regarding how different that individual’s ancestry is from the rest of the sample, which helps to prioritize individuals that should be kept in the ancestry representative subset.
The relevant output from the KING software is two text files with the file extensions .kin0 and .kin. The kingToMatrix
function can be used to extract the kinship coefficients (which we use as divergence measures) from this output and create a matrix usable by the *[GENESIS](https://bioconductor.org/packages/3.21/GENESIS)*
functions.
# create matrix of KING estimates
library(GENESIS)
KINGmat <- kingToMatrix(
c(system.file("extdata", "MXL_ASW.kin0", package="GENESIS"),
system.file("extdata", "MXL_ASW.kin", package="GENESIS")),
estimator = "Kinship")
KINGmat[1:5,1:5]
## 5 x 5 Matrix of class "dsyMatrix"
## NA19625 NA19649 NA19650 NA19651 NA19652
## NA19625 0.5000 -0.0761 -0.0656 -0.0497 -0.0486
## NA19649 -0.0761 0.5000 0.2513 -0.0187 -0.0141
## NA19650 -0.0656 0.2513 0.5000 -0.0037 -0.0033
## NA19651 -0.0497 -0.0187 -0.0037 0.5000 0.0112
## NA19652 -0.0486 -0.0141 -0.0033 0.0112 0.5000
The column and row names of the matrix are the individual IDs, and each off-diagonal entry is the KING-robust estimate for the specified pair of individuals.
Alternative to running the KING software, the snpgdsIBDKING
function from the SNPRelate package can be used to calculate the KING-robust estimates directly from a GDS file. The ouput of this function contains a matrix of pairwise estimates, which can be used by the GENESIS functions.
Running PC-AiR
The PC-AiR algorithm requires pairwise measures of both kinship and ancestry divergence in order to partition the sample into an “unrelated subset” and a “related subset.” The kinship coefficient estimates are used to identify relatives, as only one individual from a set of relatives can be included in the “unrelated subset,” and the rest must be assigned to the “related subset.” The ancestry divergence measures calculated from KING-robust are used to help select which individual from a set of relatives has the most unique ancestry and should be given priority for inclusion in the “unrelated subset.”
The KING-robust estimates read in above are always used as measures of ancestry divergence for unrelated pairs of individuals, but they can also be used as measures of kinship for relatives (NOTE: they may be biased measures of kinship for admixed relatives with different ancestry). The pcair
function performs the PC-AiR analysis.
We use the GWASTools package to create the GenotypeData object needed by GENESIS.
library(GWASTools)
HapMap_geno <- GdsGenotypeReader(filename = gdsfile)
# create a GenotypeData class object
HapMap_genoData <- GenotypeData(HapMap_geno)
HapMap_genoData
## An object of class GenotypeData
## | data:
## File: /tmp/RtmpxCG3RM/Rinst34db141e878feb/GENESIS/extdata/HapMap_ASW_MXL_geno.gds (901.8K)
## + [ ] *
## |--+ sample.id { Int32,factor 173 ZIP(40.9%), 283B } *
## |--+ snp.id { Int32 20000 ZIP(34.6%), 27.1K }
## |--+ snp.position { Int32 20000 ZIP(34.6%), 27.1K }
## |--+ snp.chromosome { Int32 20000 ZIP(0.13%), 103B }
## \--+ genotype { Bit2 20000x173, 844.7K } *
## | SNP Annotation:
## NULL
## | Scan Annotation:
## NULL
# run PC-AiR on pruned SNPs
mypcair <- pcair(HapMap_genoData, kinobj = KINGmat, divobj = KINGmat,
snp.include = pruned)
## Principal Component Analysis (PCA) on genotypes:
## Excluding 16,103 SNPs (non-autosomes or non-selection)
## Excluding 0 SNP (monomorphic: TRUE, MAF: NaN, missing rate: NaN)
## # of samples: 97
## # of SNPs: 3,897
## using 1 thread
## # of principal components: 32
## PCA: the sum of all selected genotypes (0,1,2) = 193415
## CPU capabilities: Double-Precision SSE2
## Sun Feb 2 17:19:23 2025 (internal increment: 32048)
##
[..................................................] 0%, ETC: ---
[==================================================] 100%, completed, 1s
## Sun Feb 2 17:19:24 2025 Begin (eigenvalues and eigenvectors)
## Sun Feb 2 17:19:24 2025 Done.
## SNP Loading:
## # of samples: 97
## # of SNPs: 3,897
## using 1 thread
## using the top 32 eigenvectors
## SNP Loading: the sum of all selected genotypes (0,1,2) = 193415
## Sun Feb 2 17:19:24 2025 (internal increment: 65536)
##
[..................................................] 0%, ETC: ---
[==================================================] 100%, completed, 0s
## Sun Feb 2 17:19:24 2025 Done.
## Sample Loading:
## # of samples: 76
## # of SNPs: 3,897
## using 1 thread
## using the top 32 eigenvectors
## Sample Loading: the sum of all selected genotypes (0,1,2) = 150718
## Sun Feb 2 17:19:24 2025 (internal increment: 65536)
##
[..................................................] 0%, ETC: ---
[==================================================] 100%, completed, 0s
## Sun Feb 2 17:19:24 2025 Done.
genoData
is a GenotypeData
class object
kinobj
is a matrix of pairwise kinship coefficient estimates
divobj
is a matrix of pairwise measures of ancestry divergence (KING-robust estimates)
snp.include
is a vector of snp IDs
If better estimates of kinship coefficients are available, then the kinobj
input can be replaced with a similar matrix of these estimates. The divobj
input should always remain as the KING-robust estimates.
Reference Population Samples
As PCA is an unsupervised method, it is often difficult to identify what population structure each of the top PCs represents. In order to provide some understanding of the inferred structure, it is sometimes recommended to include reference population samples of known ancestry in the analysis. If the data set contains such reference population samples, we may want to make sure that these reference population samples are included in the “unrelated subset.” This can be accomplished by setting the input unrel.set
equal to a vector, IDs
, of the individual IDs for the reference population samples.
mypcair <- pcair(HapMap_genoData, kinobj = KINGmat, divobj = KINGmat,
snp.include = pruned, unrel.set = IDs)
This will force individuals specified with unrel.set
into the “unrelated subset,” move any of their relatives into the “related subset,” and then perform the PC-AiR partitioning algorithm on the remaining samples.
Partition a Sample without Running PCA
It may be of interest to partition a sample into an ancestry representative “unrelated subset” of individuals and a “related subset” of individuals without performing a PCA. The pcairPartition
function, which is called within the pcair
function, enables the user to do this.
part <- pcairPartition(kinobj = KINGmat, divobj = KINGmat)
The output contains two vectors that give the individual IDs for the “unrelated subset” and the “related subset.”
head(part$unrels); head(part$rels)
## [1] "NA19708" "NA19711" "NA19712" "NA19737" "NA19740" "NA19741"
## [1] "NA19686" "NA20346" "NA20345" "NA20347" "NA19664" "NA19677"
As with the pcair
function, the input unrel.set
can be used to specify certain individuals that must be part of the “unrelated subset.”
Output from PC-AiR
An object returned from the pcair
function has class pcair
. A summary
method for an object of class pcair
is provided to obtain a quick overview of the results.
summary(mypcair)
## Call:
## .pcair(gdsobj = gdsobj, kinobj = kinobj, divobj = divobj, kin.thresh = kin.thresh,
## div.thresh = div.thresh, unrel.set = unrel.set, sample.include = sample.include,
## snp.include = snp.include, num.cores = num.cores, verbose = verbose)
##
## PCA Method: PC-AiR
##
## Sample Size: 173
## Unrelated Set: 97 Samples
## Related Set: 76 Samples
##
## Kinship Threshold: 0.02209709
## Divergence Threshold: -0.02209709
##
## Principal Components Returned: 32
## Eigenvalues: 2.915 1.74 1.306 1.281 1.277 1.263 1.242 1.239 1.234 1.208 ...
## SNPs Used: 3897
The output provides the total sample size along with the number of individuals assigned to the unrelated and related subsets, as well as the threshold values used for determining which pairs of individuals were related or ancestrally divergent. The eigenvalues for the top PCs are also shown, which can assist in determining the number of PCs that reflect structure. The minor allele frequency (MAF) filter used for excluding SNPs is also specified, along with the total number of SNPs analyzed after this filtering. Details describing how to modify the analysis parameters and the available output of the function can be found with the command help(pcair)
.
Plotting PC-AiR PCs
The GENESIS package also provides a plot
method for an object of class pcair
to quickly visualize pairs of PCs. Each point in one of these PC pairs plots represents a sample individual. These plots help to visualize population structure in the sample and identify clusters of individuals with similar ancestry.
# plot top 2 PCs
plot(mypcair)
# plot PCs 3 and 4
plot(mypcair, vx = 3, vy = 4)
![](data:image/png;base64,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)
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)
The default is to plot PC values as black dots and blue pluses for individuals in the “unrelated subset” and “related subsets” respectively. The plotting colors and characters, as well as other standard plotting parameters, can be changed with the standard input to the plot
function.