Description Usage Arguments Details Value Error Author(s) References See Also Examples
View source: R/stabiliseVariance.R
This function computes the log drop-off rate ratios (LDRs) for control-control and treatment-control comparisons and applies a transformation to them that reduces their variance as a function of coverage.
1 | stabiliseVariance(se, nuclSelection, Nc, Nt)
|
se |
A |
nuclSelection |
A list returned by |
Nc |
Number of control experimental replicates. Must be at least 2. |
Nt |
Number of treatment experimental replicates. Must be at least 2. |
The variance is reduced by sorting all LDRs in the null distribution by the average coverage and splitting the data in bins. Each bin spans a coverage of 100; or, if maximum coverage is not larger by 100 than the minimum coverage, the range is set to their difference divided by 10.
For each bin, the 95th quantile of LDRs with subtracted mean and the average coverage are computed. Then non-linear least squares are used to fit the following model (with parameters k, b): f = 1/sqrt(n) * k + b, for f - quantiles, n - mean coverage in the bin.
All LDRs are then rescaled by this model according to their corresponding average coverage in the pair of replicates.
LDR_C |
A matrix of transformed LDRs for control-control comparisons. The matrix
rows correspond to nucleotide positions and columns to a control-control
comparison. Only those positions selected for a pair-wise comparison
will be assigned a value; the rest will be left as an |
LDR_CT |
A matrix of transformed LDRs for treatment-control comparisons. The
matrix rows correspond to nucleotide positions and columns to a
treatment-control comparison. Only those positions selected for a
pair-wise comparison will be assigned a value; the rest will be left as
an |
The following errors are returned if:
"Number of control and treatment replicates must be at least 2." the number of control or treatment experimental replicates is less than 2;
"All lists of positions selected for pair-wise comparisons should be non-empty." a list of nucleotides for control-control or treatment-control comparisons is empty;
"The coverage and drop-off count matrices should not have NA entries." the coverage and drop-off count matrices have NA entries;
"Unable to fit the model for correcting the coverage bias."
The function nls
could not execute successfully. The 95th
quantiles of the LDR distribution in each bin could be equal to 0 or not
have enough elements. This would happen if not enough nucleotides end up in
a bin; e.g. one nucleotide per bin.
Alina Selega, Sander Granneman, Guido Sanguinetti
Selega et al. "Robust statistical modeling improves sensitivity of high-throughput RNA structure probing experiments", Nature Methods (2016).
See Also selectNuclPos
.
1 2 3 4 5 6 7 | library(SummarizedExperiment)
Nc <- 3
Nt <- 3
t <- 1
nuclSelection <- selectNuclPos(se, Nc, Nt, t)
assay(se, "dropoff_rate") <- scaleDOR(se, nuclSelection, Nc, Nt)
varStab <- stabiliseVariance(se, nuclSelection, Nc, Nt)
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