pop_het_exp | R Documentation |
This function computes expected population heterozygosity (also referred to as gene diversity, to avoid the potentially misleading use of the term "expected" in this context), using the formula of Nei (1987).
pop_het_exp(
.x,
by_locus = FALSE,
include_global = FALSE,
n_cores = bigstatsr::nb_cores()
)
pop_gene_div(
.x,
by_locus = FALSE,
include_global = FALSE,
n_cores = bigstatsr::nb_cores()
)
.x |
a |
by_locus |
boolean, determining whether Hs should be returned by locus(TRUE), or as a single genome wide value (FALSE, the default). |
include_global |
boolean determining whether, besides the population
specific estimates, a global estimate should be appended. Note that this
will return a vector of n populations plus 1 (the global value), or a
matrix with n+1 columns if |
n_cores |
number of cores to be used, it defaults to
|
Within population expected heterozygosity (gene diversity)
\hat{h}_s
for a locus with m
alleles is defined as:
\hat{h}_s=\tilde{n}/(\tilde{n}-1)[1-\sum_{i}^{m}\bar{\hat{x}_i^2}-\hat{h}_o/2\tilde{n}]
#nolint
where
\tilde{n}=s/\sum_k 1/n_k
(i.e the harmonic mean of
n_k
) and
\bar{\hat{x}_i^2}=\sum_k \hat{x}_{ki}^2/s
following equation 7.39 in Nei(1987) on pp.164. In our specific case, there
are only two alleles, so m=2
. \hat{h}_s
at the genome level for
each population is simply the mean of the locus estimates for each
population.
a vector of mean population observed heterozygosities (if
by_locus=FALSE
), or a matrix of estimates by locus (rows are loci,
columns are populations, by_locus=TRUE
)
Nei M. (1987) Molecular Evolutionary Genetics. Columbia University Press
example_gt <- load_example_gt("grouped_gen_tbl")
# Compute expected heterozygosity
example_gt %>% pop_het_exp()
# To include the global expected heterozygosity, set include_global = TRUE
example_gt %>% pop_het_exp(include_global = TRUE)
# To return by locus, set by_locus = TRUE
example_gt %>% pop_het_exp(by_locus = TRUE)
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