Description Usage Arguments Details Value Author(s) See Also Examples
Run principal component analysis, correspondence analysis or non-symmetric correspondence analysis on gene expression data
1 2 3 4  | 
dataset | 
 Training dataset. A   | 
classvec | 
 A   | 
type | 
 Character, "coa", "pca" or "nsc" indicating which data transformation is required. The default value is type="coa".  | 
ord.nf | 
 Numeric. Indicating the number of eigenvector to be saved, by default, if NULL, all eigenvectors will be saved.  | 
trans | 
 Logical indicating whether 'dataset' should be transposed before ordination. Used by BGA
Default is   | 
x | 
 An object of class   | 
arraycol, genecol | 
 Character, colour of points on plot. If arraycol is NULL, 
arraycol will obtain a set of contrasting colours using   | 
nlab | 
 Numeric. An integer indicating the number of variables (genes) at the end of axes to be labelled, on the gene plot.  | 
axis1 | 
 Integer, the column number for the x-axis. The default is 1.  | 
axis2 | 
 Integer, the column number for the y-axis, The default is 2.  | 
genelabels | 
 A vector of variables labels, if   | 
arraylabels | 
 A vector of variables labels, if   | 
... | 
 further arguments passed to or from other methods.  | 
ord calls either dudi.pca, dudi.coa or dudi.nsc
on the input dataset.  The input format of the dataset 
is verified using isDataFrame. 
If the user defines microarray sample groupings, these are colours on plots produced by plot.ord. 
Plotting and visualising bga results:
2D plots:
plotarrays to draw an xy plot of cases (\$ls).   
plotgenes, is used to draw an xy plot of the variables (genes). 
3D plots:
3D graphs can be generated using do3D and html3D. 
html3D produces a web page in which a 3D plot can be interactively rotated, zoomed,
and in which classes or groups of cases can be easily highlighted. 
1D plots, show one axis only:
1D graphs can be plotted using  graph1D.  graph1D 
can be used to plot either cases (microarrays) or variables (genes) and only requires
a vector of coordinates (\$li, \$co)
Analysis of the distribution of variance among axes:
The number of axes or  principal components from a ord will equal nrow the number of rows, or the 
ncol, number of columns of the dataset (whichever is less).
The distribution of variance among axes is described in the eigenvalues (\$eig) of the ord analysis. 
These can be visualised using a scree plot, using scatterutil.eigen as it done in plot.ord.  
It is also useful to visualise the principal components from a using a ord or principal components analysis 
dudi.pca, or correspondence analysis dudi.coa using a
heatmap. In MADE4 the function heatplot will plot a heatmap with nicer default colours.
Extracting list of top variables (genes):
Use topgenes  to get list of variables or cases at the ends of axes.  It will return a list
of the top n variables (by default n=5) at the positive, negative or both ends of an axes.  
sumstats can be used to return the angle (slope) and distance from the origin of a list of
coordinates.
A list with a class ord containing:
ord | 
 Results of initial ordination. A list of class "dudi" (see   | 
fac | 
 The input classvec, the   | 
Aedin Culhane
See Also  dudi.pca, dudi.coa or dudi.nsc, bga,
1 2 3 4 5 6 7 8 9 10 11  | data(khan)
if (require(ade4, quiet = TRUE)) {
  khan.coa<-ord(khan$train, classvec=khan$train.classes, type="coa")  
}
khan.coa
plot(khan.coa, genelabels=khan$annotation$Symbol)
plotarrays(khan.coa)
# Provide a view of the first 5 principal components (axes) of the correspondence analysis
heatplot(khan.coa$ord$co[,1:5], dend="none",dualScale=FALSE)
 | 
Loading required package: ade4
Loading required package: RColorBrewer
Loading required package: gplots
Attaching package: 'gplots'
The following object is masked from 'package:stats':
    lowess
Loading required package: scatterplot3d
$ord
Duality diagramm
class: coa dudi
$call: dudi.coa(df = data.tr, scannf = FALSE, nf = ord.nf)
$nf: 63 axis-components saved
$rank: 63
eigen values: 0.1713 0.1383 0.1032 0.05995 0.04965 ...
  vector length mode    content       
1 $cw    64     numeric column weights
2 $lw    306    numeric row weights   
3 $eig   63     numeric eigen values  
  data.frame nrow ncol content             
1 $tab       306  64   modified array      
2 $li        306  63   row coordinates     
3 $l1        306  63   row normed scores   
4 $co        64   63   column coordinates  
5 $c1        64   63   column normed scores
other elements: N 
$fac
 [1] EWS    EWS    EWS    EWS    EWS    EWS    EWS    EWS    EWS    EWS   
[11] EWS    EWS    EWS    EWS    EWS    EWS    EWS    EWS    EWS    EWS   
[21] EWS    EWS    EWS    BL-NHL BL-NHL BL-NHL BL-NHL BL-NHL BL-NHL BL-NHL
[31] BL-NHL NB     NB     NB     NB     NB     NB     NB     NB     NB    
[41] NB     NB     NB     RMS    RMS    RMS    RMS    RMS    RMS    RMS   
[51] RMS    RMS    RMS    RMS    RMS    RMS    RMS    RMS    RMS    RMS   
[61] RMS    RMS    RMS    RMS   
Levels: EWS BL-NHL NB RMS
attr(,"class")
[1] "coa" "ord"
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