man i.pca () - Principal components analysis (pca) program for image processing.

NAME

i.pca - Principal components analysis (pca) program for image processing.

SYNOPSIS

i.pca

i.pca help

i.pca input=string[,string,...] output=string [rescale=min,max]

Parameters:

"input=string[,string,...]
input layer name
"output=string
output layer name
"rescale=min,max
Rescaling range output (For no rescaling use 0,0) Default: 0,255

DESCRIPTION

i.pca is an image processing program based on the algorithm provided by Vali (1990), that processes n (2 >= n) input raster map layers and produces n output raster map layers containing the principal components of the input data in decreasing order of variance ("contrast"). The output raster map layers are assigned names with .1, .2, ... .n suffixes. The current geographic region definition and mask settings are respected when reading the input raster map layers. When the rescale option is used, the output files are rescaled to fit the min,max range.

OPTIONS

Parameters:

"input=name,name[,name,name,...]
Name of two or more input raster map layers.
"output=name
The output raster map layer name to which suffixes are added. Each output raster map layer is assigned this user-specified name with a numerical (.1, .2, ...
"rescale=min,max
The optional output category range. (Default: 0,255) If rescale=0,0, no rescaling is performed on output files.

NOTES

Richards (1986) gives a good example of the application of principal components analysis (pca) to a time series of LANDSAT images of a burned region in Australia.

SEE ALSO

Richards, John A., Remote Sensing Digital Image Analysis, Springer-Verlag, 1986.

Vali, Ali R., Personal communication, Space Research Center, University of Texas, Austin, 1990.

i.cca

i.class

i.fft

i.ifft

m.eigensystem

r.covar

r.mapcalc

AUTHOR

David Satnik, GIS Laboratory

Major modifications for GRASS 4.1 were made by

Olga Waupotitsch and Michael Shapiro, U.S.Army Construction Engineering Research Laboratory

Last changed: $Date: 2003/04/17 14:50:03 $

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