Description Usage Arguments Details Value Author(s) See Also Examples
This function finds the minimum number of cell lines in which a gene needs to be fitness in order to be called core-fitness. This is defined as the n providing the best trade-off between i) coverage of priori-known essential genes in the resulting set of predicted core-fitness genes, i.e. fitness in at least n cell lines, and ii) deviance from expectation of the number of fitness genes in n cell lines.
1 | ADAM.tradeoffEO_TPR(EO,TPR,test_set_name)
|
EO |
Profile of empirical odds values. Computed with the |
TPR |
Profile of True positive rates for across number of cell line. Computed with the |
test_set_name |
Name to give to the analysis, used for plotting titles. |
Compare and plot the log10 odds ratios with the true positive rates to find the cross over point where the true positive rate falls below the odds ratio.
point |
Number of cell lines for which a gene needs to be a fitness gene in order to be predicted as core-fitness gene. |
C. Pacini & F. Iorio
ADAM.empiricalOdds
,
ADAM.truePositiveRate
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 | data(exampleDepMat)
pprofile<-ADAM.panessprofile(depMat=exampleDepMat)
nullmodel<-ADAM.generateNullModel(depMat=exampleDepMat,ntrials = 1000)
data(curated_BAGEL_essential)
EO<-ADAM.empiricalOdds(observedCumSum = pprofile$CUMsums,
simulatedCumSum =nullmodel$nullCumSUM)
TPR<-ADAM.truePositiveRate(exampleDepMat,curated_BAGEL_essential)
crossoverpoint<-ADAM.tradeoffEO_TPR(EO,TPR$TPR,
test_set_name = 'curated BAGEL essential')
|
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.