pARIgene | R Documentation |
This function computes the lower bound for the number of true discoveries within each cluster (pathways) of Gene Expression Data.
pARIgene(X= NULL, pathways, alpha = 0.05, family = "simes", delta = 0,
B = 1000, test.type = "one_sample", complete = FALSE, iterative = FALSE,
approx = TRUE, ncomb = 100, step.down = FALSE, max.step = 10, ...)
X |
data matrix where rows represent the |
pathways |
list of pathways where names indicates the name of the pathway. |
alpha |
numeric value in '[0,1]'. It expresses the alpha level to control the family-wise error rate. |
family |
string character. Choose a family of confidence envelopes to
compute the critical vector from |
delta |
numeric value. It expresses the delta value, please see the references. Default to 0. |
B |
numeric value. Number of permutations, default to 1000. |
test.type |
character string. Choose a type of tests among
|
complete |
Boolean value. If |
iterative |
Boolean value. If |
approx |
Boolean value. Default @TRUE. If you are treating high
dimensional data, we suggest to put |
ncomb |
Numeric value. If |
step.down |
Boolean value. Default @FALSE If you want to compute
the lambda calibration parameter using the step-down approach put |
max.step |
Numeric value. Default to 10. Maximum number of steps for
the step down approach, so useful when |
... |
Futher parameters. |
by default returns a list with the following objects:
discoveries
: lower bound for the number of true discoveries
in the set selected, ix
: selected variables. I
f complete = TRUE
the raw pvalues
and cv
critical vector are returned.
Angela Andreella
For the general framework of All-Resolutions Inference see:
Goeman, Jelle J., and Aldo Solari. "Multiple testing for exploratory research. " Statistical Science 26.4 (2011): 584-597.
For permutation-based All-Resolutions Inference see:
Andreella, Angela, et al. "Permutation-based true discovery proportions for fMRI cluster analysis." arXiv preprint arXiv:2012.00368 (2020).
The type of tests implemented: signTest
permTest
.
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