Description Usage Arguments Details Value Author(s) References See Also Examples
This function computes observed signal-to-noise ratio (STN) values using
PLGEM fitting parameters (obtained via a call to function
plgem.fit
) to detect differential expression in an
ExpressionSet
, containing either microarray or proteomics data.
1 2 | plgem.obsStn(data, plgemFit, covariate=1, baselineCondition=1,
verbose=FALSE)
|
data |
an object of class |
plgemFit |
|
covariate |
|
baselineCondition |
|
verbose |
|
The phenoData
slot of the ExpressionSet
given as input is
expected to contain the necessary information to distinguish the various
experimental conditions from one another. The columns of the pData
are
referred to as ‘covariates’. There has to be at least one covariate
defined in the input ExpressionSet
. The sample attributes according to
this covariate must be distinct for samples that are to be treated as distinct
experimental conditions and identical for samples that are to be treated as
replicates.
There is a couple different ways how to specify the covariate
: If an
integer
or a numeric
is given, it will be taken as the covariate
number (in the same order in which the covariates appear in the
colnames
of the pData
). If a character
is given, it will
be taken as the covariate name itself (in the same way the covariates are
specified in the colnames
of the pData
). By default, the first
covariate appearing in the colnames
of the pData
is used.
Similarly, there is a couple different ways how to specify which experimental
condition to treat as the baseline. The available ‘condition names’ are
taken from unique(as.character(pData(data)[, covariate]))
. If
baselineCondition
is given as a character
, it will be taken as
the condition name itself. If baselineCondition
is given as an
integer
or a numeric
value, it will be taken as the condition
number (in the same order of appearance as in the ‘condition names’).
By default, the first condition name is used.
PLGEM-STN values are a measure of the degree of differential expression between a condition and the baseline:
STN = [mean(condition)-mean(baseline)] / [modeledSpread(condition)+modeledSpread(baseline)],
where:
ln(modeledSpread) = PLGEMslope * ln(mean) + PLGEMintercept
plgem.obsStn
determines the observed PLGEM-STN values for each gene
or protein in data
; see References for details.
A list
of two elements:
fit |
the input |
PLGEM.STN |
a |
Mattia Pelizzola mattia.pelizzola@gmail.com
Norman Pavelka normanpavelka@gmail.com
Pavelka N, Pelizzola M, Vizzardelli C, Capozzoli M, Splendiani A, Granucci F, Ricciardi-Castagnoli P. A power law global error model for the identification of differentially expressed genes in microarray data. BMC Bioinformatics. 2004 Dec 17; 5:203; http://www.biomedcentral.com/1471-2105/5/203.
Pavelka N, Fournier ML, Swanson SK, Pelizzola M, Ricciardi-Castagnoli P, Florens L, Washburn MP. Statistical similarities between transcriptomics and quantitative shotgun proteomics data. Mol Cell Proteomics. 2008 Apr; 7(4):631-44; http://www.mcponline.org/cgi/content/abstract/7/4/631.
plgem.fit
, plgem.resampledStn
,
plgem.pValue
, plgem.deg
, run.plgem
1 2 3 4 |
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