DNAtools (version 0.2-4)

dbSimulate: Simulate a DNA database

Description

Simulates a DNA database given a set of allele probabilities and theta value. It is possible to have close relatives in the database simulated in pairs, such that within each pair the profiles are higher correlated due to close familial relationship, but between pairs of profiles the correlation is only modelled by theta.

Usage

dbSimulate(probs, theta = 0, n = 1000, relatives = NULL)

Arguments

probs

List of allele probabilities, where each element in the list is a vector of allele probabilities.

theta

The coancestry coefficient

n

The number of profiles in the database

relatives

A vector of length 4. Determining the number of PAIRS of profiles in the database: (FULL-SIBLINGS, FIRST-COUSINS, PARENT-CHILD, AVUNCULAR). They should obey that 2*sum(relatives)<=n.

Value

A data frame where each row represents a DNA profile. The first column is a profile identifier (id) and the next 2*L columns contains the simulated genotype for each of the L loci. L is determined by the length of the list 'probs' with allele probabilities

Details

Simulates a DNA database with a given number of DNA profiles (and possibly relatives) with a correlation between profiles governed by theta.

Examples

# NOT RUN {
  
# }
# NOT RUN {
  ## Simulate some allele frequencies:
                                                                                
  freq <-  replicate(10, { g = rgamma(n=10,scale=4,shape=3); g/sum(g)},
             simplify=FALSE)
  ## Simulate a single database with 5000 DNA profiles:
  simdb <- dbSimulate(freq,theta=0,n=5000)
  ## Simulate a number of databases, say N=50. For each database compute
  ## the summary statistic using dbCompare:
  N <- 50
  Msummary <- matrix(0,N,(length(freq)+1)*(length(freq)+2)/2)
  for(i in 1:N)
    Msummary[i,] <- dbCompare(dbSimulate(freq,theta=0,n=1000),
                      vector=TRUE,trace=FALSE)$m
  ## Give the columns  representative names:
  dimnames(Msummary)[[2]] <- DNAtools:::dbCats(length(freq),vector=TRUE)
  ## Plot the simulations using a boxplot
  boxplot(log10(Msummary))
  ## There might come some warnings due to taking log10 to zero-values (no counts)
  ## Add the expected number to the plot:
  points(1:ncol(Msummary),log10(dbExpect(freq,theta=0,n=1000,vector=TRUE)),
         col=2,pch=16)
  
# }
# NOT RUN {
# }