Description Usage Arguments Value Author(s) References See Also Examples
Computes the test statistics and the corresponding p-values either for the Parent-of-Origin Likelihood Ratio Test proposed by Weinberg (1999) or the Transmission Asymmetry Test proposed by Weinberg et al. (1998).
1 2 3 4 5 6 7 8 9 |
mat.snp |
a numeric matrix in which each column represents a SNP. Each column must be
a numeric vector of length 3 * t representing a SNP genotyped at t trios. Each of the t
blocks must consist of the genotypes of father, mother, and offspring
(in this order). The genotypes must be coded by 0, 1, and 2. Missing values are allowed and need to be coded by |
size |
the number of SNPs considered simultaneously when computing the test statistics. |
stratified |
should also test statistics and p-values stratified by paternal and maternal transmission be computed? |
bothHet |
a numeric value between 0 and 1 specifying how trios in which both parents are heterozygous are weighted in
determination of the TAT statistic. By default, such trios are ignored (as proposed by Weinberg, 1999). If |
x |
an object of class |
digits |
number of digits that should be printed. |
top |
number of interactions that should be printed. If |
... |
ignored. |
For colPOlrt
, an object of class polrt
consisting of the following numeric vectors:
stat |
the values of the test statistic of the likelihood ratio test for all SNPs in |
pval |
the corresponding p-values, |
full |
the values of the maximized likelihoods of the full models containing also a parameter for the parent-of-origin effect, |
red |
the values of the maximied likelihoods of the reduced models not containing this parameter. |
For colTAT
, an object of class tat
consisting of the following numeric vectors:
stat |
the values of the test statistic of transmission asymmetry test for all SNPs in |
pval |
the corresponding p-values, |
usedTrios |
the number of trios affecting the determination of the TAT statistic, |
and if stratified = TRUE
matStrat |
a matrix with four columns containing the number of minor alleles transmitted and not-transmitted by heterozygous fathers and mothers, |
statPaternal |
a numeric vector containing for each SNP the value of the test statistic for testing whether the numbers of paternal transmissions and non-transmissions differ, |
pvalPaternal |
the p-values corresponding to |
statMaternal |
a numeric vector containing for each SNP the value of the test statistic for testing whether the numbers of maternal transmissions and non-transmissions differ, |
pvalMaternal |
the p-values corresponding to |
Holger Schwender, holger.schwender@udo.edu
Weinberg, C.R.,Wilcox, A.J., and Lie, R.T. (1998). A Log-Linear Approach to Case-Parent-??Triad Data: Assessing Effects of Disease Genes that act Either Directly or Through Maternal Effects and that may be Subject to Parental Imprinting. American Journal of Human Genetics, 62, 969-978.
Weinberg, C.R. (1999). Methods for Detection of Parent-of-Origin Effects in Genetic Studies of Case-Parents Triads. American Journal of Human Genetics, 65, 229-235.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 | # Load the simulated data.
data(trio.data)
# The Parent-of-Origin Likelihood Ratio Test can be applied
# to the SNPs in mat.test by
po.out <- colPOlrt(mat.test)
# The Transmission Asymmetry Test can be applid to the SNPs
# in mat.test by
tat.out <- colTAT(mat.test)
# By default, statistics for the top 5 SNPs are displayed.
# If another number of SNPs, say 10, should be displayed,
# then this can be done by
print(po.out, top = 10)
# The statistics for all SNPs (not ordered by their
# significance) can be obtained by
print(po.out, top = 0)
|
Parent-Of-Origin Likelihood Ratio Test
LL (with) LL (without) Statistic P-Value
SNP1 -43.58 -44.19 1.2163 0.2701
SNP2 -38.55 -38.64 0.1882 0.6645
SNP3 -37.39 -37.93 1.0728 0.3003
SNP4 -37.92 -38.15 0.4693 0.4933
SNP5 -40.22 -40.49 0.5477 0.4593
SNP6 -40.57 -40.63 0.1222 0.7267
Parent-Of-Origin Likelihood Ratio Test
LL (with) LL (without) Statistic P-Value
SNP1 -43.58 -44.19 1.2163 0.2701
SNP2 -38.55 -38.64 0.1882 0.6645
SNP3 -37.39 -37.93 1.0728 0.3003
SNP4 -37.92 -38.15 0.4693 0.4933
SNP5 -40.22 -40.49 0.5477 0.4593
SNP6 -40.57 -40.63 0.1222 0.7267
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