View source: R/twoMarkerDistribution.R
twoMarkerDistribution | R Documentation |
Computes the joint genotype distribution of two markers for a specified pedigree member, conditional on existing genotypes and pedigree information.
twoMarkerDistribution( x, id, partialmarker1, partialmarker2, theta, loop_breakers = NULL, eliminate = 99, verbose = TRUE )
x |
A |
id |
The individual in question. |
partialmarker1, partialmarker2 |
Either a single integer indicating the
number of one of |
theta |
A single numeric in the interval [0, 0.5] - the recombination fraction between the two markers. |
loop_breakers |
A numeric containing IDs of individuals to be used as
loop breakers. Relevant only if the pedigree has loops. See
|
eliminate |
A non-negative integer, indicating the number of iterations
in the internal genotype-compatibility algorithm. Positive values can save
time if |
verbose |
A logical. |
A named matrix giving the joint genotype distribution.
oneMarkerDistribution
x = nuclearPed(2) emptySNP = marker(x, alleles=c('a','b')) SNP1 = marker(x, 1, c(1,1), 2, c(1,0), alleles=1:2, afreq=c(0.1, 0.9)) twoMarkerDistribution(x, id=2, emptySNP, SNP1, theta=0) twoMarkerDistribution(x, id=2, emptySNP, SNP1, theta=0.5) twoMarkerDistribution(x, id=3, emptySNP, SNP1, theta=0.5) # X-linked example SNPX_1 = marker(x, 2, c('a','b'), 3, 'b', alleles=c('a','b'), chrom=23) SNPX_2 = marker(x, 2, c('a','b'), 3, 'b', alleles=c('a','b'), chrom=23) r1 = twoMarkerDistribution(x, id=4, SNPX_1, SNPX_2, theta=0) r2 = twoMarkerDistribution(x, id=4, SNPX_1, SNPX_2, theta=0.5) stopifnot(all(r1==c(.5,0,0,.5)), all(r2==c(.25,.25,.25,.25)))
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