Description Usage Arguments Details Value See Also Examples
Sample random relatives of one profile or many profiles
1 2 | sample.relatives(x, N, type = "FS", freqs = get.freqs(x),
markers = names(freqs), theta = 0)
|
x |
An integer matrix specifying a single profile. Alternatively an integer vector containing a single profile, e.g. obtained when a row is selected from a matrix of profiles. |
N |
number of relatives to sample per profile (integer). |
type |
A character string giving the type of relative. Should be one of ibdprobs, e.g. "FS" (full sibling) or "PO" (parent/offspring) or "UN" (unrelated). |
freqs |
A list specifying the allelic frequencies. Should contain a vector of allelic frequencies for each locus, named after that locus. |
markers |
A character vector naming the markers of the resulting sample. Default to all markers of the |
theta |
numeric value specifying the amount of background relatedness. |
When x
is a single profile, the function samples N profile that are related to x
with the supplied type of relationship (type
).
When x
is a database of profiles, there are N relatives sampled per profile in x. Hence there will be nrow(x)*N profiles returned. In this case the returned matrix contains the relatives in order of the profiles they correspond with, e.g. the relatives of 1,1,2,2,3,3,.. when N=2.
An object of class profiles
, which is an integer matrix with N*nrow(x) rows and twice the number of loci columns. The integers correspond to the index in the allelic frequency vector, NOT to STRs. Each row is a profile and every two columns contain the two alleles at a locus.
1 2 3 4 5 6 7 8 9 10 11 12 | ## sample either many relatives of one profile, or one (or more) relatives of many profiles
data(freqsNLsgmplus)
# sample relatives of one profile
x1 <- sample.profiles(N=1,freqsNLsgmplus)
x1.sibs <- sample.relatives(x=x1,N=10^3,type="FS")
nrow(x1.sibs) # 10^3
# sample relatives of many profiles
x2 <- sample.profiles(N=10^3,freqsNLsgmplus)
x2.sibs <- sample.relatives(x=x2,N=1,type="FS")
nrow(x2.sibs) # 10^3
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