Description Usage Arguments Value Author(s) References See Also Examples
Self-organising maps for mapping high-dimensional spectra or patterns to 2D; instead of Euclidean distance, the weighted cross correlation (WCC) similarity measure is used. Modelled after the SOM function in package 'class'. wccsom takes 'continous' patterns, i.e. datapoints are equidistant.
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data |
Spectra or patterns to be mapped: a matrix, with each row representing a compound. |
grid |
A grid for the representatives: see 'somgrid'. |
rlen |
the number of times the complete data set will be presented to the network. |
alpha |
a vector of two numbers indicating the amount of
change. Default is to decline linearly from 0.05 to 0.01
over |
radius |
the initial radius of the neighbourhood to be used for
each update: the decrease is exponential over |
init |
the initial representatives, represented as a matrix. If missing, chosen (without replacement) randomly from 'data'. |
nhbrdist |
optionally, the distance matrix for the units. |
trwidth |
width of the triangle function used in the WCC measure, given in the number of data points. |
toroidal |
if TRUE, then the edges of the map are joined. Note that in a toroidal hexagonal map, the number of rows must be even. |
FineTune |
apply kmeans for fine-tuning the codebook vectors. |
keep.data |
store training data and their mapping in the network. |
an object of class '"wccsom"' with components
grid |
the grid, an object of class '"somgrid"'. |
changes |
vector of mean average deviations from code vectors |
codes |
a matrix of code vectors. |
trwdth |
the triangle width used for the WCC measure |
acors |
autocorrelations of the code vectors. |
toroidal |
setting of parameter 'toroidal'. |
FineTune |
setting of parameter 'FineTune'. |
unit.classif |
mapping of training data: a vector of unit
numbers. Only if |
wccs |
WCC values of all training data, compared to the best
matching codebook vector. Only if |
data.acors |
WAC values for training data. Only if
|
Ron Wehrens
R. Wehrens, W.J. Melssen, L.M.C. Buydens and R. de Gelder. Representing Structural Databases in a Self-Organising Map. Acta Cryst. B61, 548-557, 2005.
SOM
, plot.wccsom
,
wccxyf
, wcc
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