Description Usage Arguments Details Value References See Also
KS-test for difference in intensity distributions
1 2 |
gty |
a |
ref |
a matrix, vector or object coercible to such, containing sum-intensities from reference samples |
... |
ignored |
This function detects potential failed arrays by performing the Kolmogorov-Smirnov test
for difference between the "sum-intensities" (see summarize.intensity
) of each sample
and some reference distribution of "sum-intensities" of known good samples. This test should (obviously)
be performed *before* any normalizations are applied. As such it may be useful for detecting batch
effects, although that possibility has not been systematically explored.
The distribution of "sum-intensity" across an array is expected to be approximately normal. Outliers for the D statistic come in two flavours (cf. Didion et al. (2014)): samples which fail completely, having a heavily right-skewed intensity distribution; and samples which are genetically diverged from the reference sample/species used in array design. Divergent samples have a spike of intensities near zero, representing failed hybridization due to off-target variation, but an otherwise normal intensity distribution.
a named vector of D_j, the Kolmogorov-Smirnov test statistic for each sample j
Didion JP et al. (2014) SNP array profiling of mouse cell lines identifies their strains of origin and reveals cross-contamination and widespread aneuploidy. BMC Genomics 15(1): 847. doi:10.1186/1471-2164-15-847.
summarize.intensity
, summarize.calls
, run.sample.qc
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