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#' Simulate an autopolyploid full-sib population
#'
#' Simulate an autopolyploid full-sib population with one or two
#' informative parents under random chromosome segregation.
#'
#' \code{parental.phases.p} and \code{parental.phases.q} are lists of vectors
#' containing linkage phase configurations. Each vector contains the
#' numbers of the homologous chromosomes in which the alleles are
#' located. For instance, a vector containing \eqn{(1,3,4)} means that
#' the marker has three doses located in the chromosomes 1, 3 and 4. For
#' zero doses, use 0.
#' For more sophisticated simulations, we strongly recommend using PedigreeSim V2.0
#' \url{https://github.com/PBR/pedigreeSim}
#'
#' @param parental.phases a list containing the linkage phase information for both parents
#'
#' @param map.length the map length
#'
#' @param n.ind number of individuals in the offspring
#'
#' @param draw if \code{TRUE}, draws a graphical representation of the
#' parental map, including the linkage phase configuration, in a
#' pdf output (default = FALSE)
#'
#' @param file name of the output file. It is ignored if
#' \code{draw = TRUE}
#'
#' @param prefix prefix used in all marker names.
#'
#' @param seed random number generator seed (default = NULL)
#'
#' @param width the width of the graphics region in inches (default = 12)
#'
#' @param height the height of the graphics region in inches (default = 6)
#'
#' @param prob.P a vector indicating the proportion of preferential
#' pairing in parent P (currently ignored)
#'
#' @param prob.Q a vector indicating the proportion of preferential
#' pairing in parent Q (currently ignored)
#'
#' @return an object of class \code{mappoly.data}. See
#' \code{\link[mappoly]{read_geno}} for more information
#'
#' @examples
#' h.temp <- sim_homologous(ploidy = 6, n.mrk = 20)
#' fake.poly.dat <- cross_simulate(h.temp, map.length = 100, n.ind = 200)
#' plot(fake.poly.dat)
#'
#'
#' @author Marcelo Mollinari, \email{mmollin@ncsu.edu}
#'
#' @references
#' Mollinari, M., and Garcia, A. A. F. (2019) Linkage
#' analysis and haplotype phasing in experimental autopolyploid
#' populations with high ploidy level using hidden Markov
#' models, _G3: Genes, Genomes, Genetics_.
#' \doi{10.1534/g3.119.400378}
#'
#' @export
cross_simulate <- function(parental.phases,
map.length,
n.ind,
draw = FALSE,
file = "output.pdf",
prefix = NULL,
seed = NULL,
width = 12,
height = 6,
prob.P = NULL,
prob.Q = NULL)
{
n.mrk <- length(parental.phases$p)
map.temp <- seq(0, map.length, length.out = n.mrk)
rf.vector <- mf_h(diff(map.temp))
ploidy <- parental.phases$ploidy
x <- sim_cross_two_informative_parents(ploidy,
n.mrk,
rf.vector,
n.ind,
parental.phases$hom.allele.p,
parental.phases$hom.allele.q,
seed = seed,
prob.P = NULL,
prob.Q = NULL)
if(draw == TRUE)
draw_cross(ploidy, dist.vec = map.temp,
parental.phases$hom.allele.p,
parental.phases$hom.allele.q,
file = file, width = width, height = height)
geno <- t(x[[1]])
rownames(geno) <- paste0(prefix, rownames(geno))
ind.names <- colnames(geno)
mrk.names <- rownames(geno)
res<-structure(list(ploidy = ploidy,
n.ind = n.ind,
n.mrk = n.mrk,
ind.names = ind.names,
mrk.names = mrk.names,
dosage.p1 = parental.phases$p,
dosage.p2 = parental.phases$q,
chrom = NA,
genome.pos = NA,
geno.dose = geno,
nphen = 0,
phen = NULL),
class = "mappoly.data")
Ds <- array(NA, dim = c(ploidy+1, ploidy+1, ploidy+1))
for(i in 0:ploidy)
for(j in 0:ploidy)
Ds[i+1,j+1,] <- segreg_poly(ploidy = ploidy, dP = i, dQ = j)
Dpop <- cbind(res$dosage.p1, res$dosage.p2)
M <- t(apply(Dpop, 1, function(x) Ds[x[1]+1, x[2]+1,]))
dimnames(M) <- list(res$mrk.names, c(0:ploidy))
M <- cbind(M, res$geno.dose)
res$chisq.pval <- apply(M, 1, mrk_chisq_test, ploidy = ploidy)
return(res)
}
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