Description Usage Arguments Details Value Author(s) References See Also
Normalize the expression log-ratios for one or more two-colour spotted microarray experiments so that the log-ratios average to zero within each array or sub-array.
1 2 3 4 5 |
object |
object of class |
layout |
list specifying the dimensions of the spot matrix and the grid matrix. For details see |
method |
character string specifying the normalization method.
Choices are |
weights |
numeric matrix or vector of the same size and shape as the components of |
span |
numeric scalar giving the smoothing parameter for the |
iterations |
number of iterations used in loess fitting. More iterations give a more robust fit. |
controlspots |
numeric or logical vector specifying the subset of spots which are non-differentially-expressed control spots, for use with |
df |
degrees of freedom for spline if |
robust |
robust regression method if |
bc.method |
character string specifying background correct method, see |
offset |
numeric value, intensity offset used when computing log-ratios, see |
Normalization is intended to remove from the expression measures any systematic trends which arise from the microarray technology rather than from differences between the probes or between the target RNA samples hybridized to the arrays.
This function normalizes M-values (log-ratios) for dye-bias within each array.
Apart from method="none"
and method="median"
, all the normalization methods make use of the relationship between dye-bias and intensity.
Method "none"
computes M-values and A-values but does no normalization.
Method "median"
subtracts the weighted median from the M-values for each array.
The loess normalization methods ("loess"
, "printtiploess"
and "composite"
) were proposed by Yang et al (2001, 2002).
Smyth and Speed (2003) review these methods and describe how the methods are implemented in the limma package, including choices of tuning parameters.
More information on the loess control parameters span
and iterations
can be found under loessFit
.
The default values used here are equivalent to those for the older function stat.ma
in the sma package.
Oshlack et al (2004) consider the special issues that arise when a large proportion of probes are differentially expressed.
They propose an improved version of composite loess normalization, which is implemented in the "control"
method.
This fits a global loess curve through a set of control spots, such as a whole-library titration series, and applies that curve to all the other spots.
The "robustspline"
method calls normalizeRobustSpline
.
See that function for more documentation.
MA.RG
converts an unlogged RGList
object into an MAList
object.
MA.RG(object)
is equivalent to normalizeWithinArrays(object,method="none")
.
RG.MA(object)
converts back from an MAList
object to a RGList
object with unlogged intensities.
weights
is normally a matrix giving a quality weight for every spot on every array.
If weights
is instead a vector or a matrix with only one column, then the weights will be assumed to be the same for every array, i.e., the weights will be probe-specific rather than spot-specific.
An object of class MAList
.
Any components found in object
will preserved except for R
, G
, Rb
, Gb
and other
.
Gordon Smyth
Oshlack, A., Emslie, D., Corcoran, L., and Smyth, G. K. (2007). Normalization of boutique two-color microarrays with a high proportion of differentially expressed probes. Genome Biology 8, R2.
Smyth, G. K., and Speed, T. P. (2003). Normalization of cDNA microarray data. Methods 31, 265-273.
Yang, Y. H., Dudoit, S., Luu, P., and Speed, T. P. (2001). Normalization for cDNA microarray data. In Microarrays: Optical Technologies and Informatics, M. L. Bittner, Y. Chen, A. N. Dorsel, and E. R. Dougherty (eds), Proceedings of SPIE, Vol. 4266, pp. 141-152.
Yang, Y. H., Dudoit, S., Luu, P., Lin, D. M., Peng, V., Ngai, J., and Speed, T. P. (2002). Normalization for cDNA microarray data: a robust composite method addressing single and multiple slide systematic variation. Nucleic Acids Research 30(4):e15.
An overview of limma functions for normalization is given in 05.Normalization.
In particular, see normalizeBetweenArrays
for between-array normalization.
The original loess normalization function was the statma
funtion in the sma package.
normalizeWithinArrays
is a direct generalization of that function, with more options and with support for quantitative spot quality weights.
A different implementation of loess normalization methods, with potentially different behavior, is provided by the maNorm
in the marray package.
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