Description Usage Arguments Value Examples
A function that estimates confidence intervals of MRA connectivity coefficients based on replicates. It uses a bootstrap algorithm.
1 |
tab |
A data table containing the experimental data in the format output by “'data.setup“'. |
mean |
mean of the normal distribution for creating the noisy matrices. |
sd.tab |
A data table containing the standard deviation values of replicates for creating the noisy matrices. |
matp |
A perturbation rule table, with rows corresponding to the MRA modules and columns to perturbations. |
Rp |
Logical. TRUE if “'tab“' is the calcuated global response matrix. |
n |
Number of samples for the bootstrap algorithm. |
A list containing the upper and lower values of the confidence interval of each connectivity coefficient.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 | #Confidence intervals are obtained from the variability within the global
#reponse matrices (R). The basal condition is estradiol (E2)
#'#We first average the technical replicates of each biological replicate
#and then only keep the (averaged) biological replicates for the calculation
data=data.setup(list(estr1_A,estr1_B,estr2_A,estr2_B,estr3_A,estr3_B))
tec.av=list(data2sdmean(data[1:2])$mean,data2sdmean(data[3:4])$mean,data2sdmean(data[5:6])$mean)
data.mean=data2sdmean(tec.av)$mean
data.rp=global.matrix(data.mean,"E2")
rules=c("E2+siLCoR->LCoR","E2+siRIP140->RIP140","Et->Luciferase","E2->0")
matp=read.rules(rules)
#The variance of each variable was estimated employing an estimator optimized for a
#small sample size from Statistical Process Control theory
#(Wheeler and Chambers, 1992; Harter, 1960). The standard deviation was computed for
#the global response matrices and stored into the sd.ex table which is included
#in the package)
interval(data.rp,sd.tab=sd.ex,matp=matp,Rp=TRUE)
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