Description Usage Arguments Value Author(s) References See Also
Compute an error measure of a fitted Self-Organising Maps defined by
S. Kaski and K. Lagus. This measure takes into account both the
quantisation error and a type of continuity (i.e., close observations
in the original space should be mapped to close units in the
grid). error.quantisation
is the generic function for this
calculation.
1 | error.kaskilagus(som, newdata, ...)
|
som |
an object of class derived |
newdata |
optional observations (see details) |
... |
additional arguments to be passed to methods |
If newdata
is not given, the function returns the error made by
the fitted som on the data used to fit it. Those data must have been
saved in the som object (this is the default behavior of
batchsom
).
When newdata
is specified, the function returns the error made
by the fitted som on the corresponding data. The representation of the
new data depends on the actual SOM.
Fabrice Rossi
Kaski, S. and Lagus, K. (1996) Comparing self-organizing maps, in: C. von der Malsburg, W. von Seelen, J. Vorbrüggen, B. Sendhoff (eds.), Proceedings of International Conference on Artificial Neural Networks (ICANN'96, Bochum, Germany), vol. 1112 of Lecture Notes in Computer Science, Springer, pp. 809–814.
error.quantisation
,
som.tunecontrol
,error.kaskilagus.somnum
for numerical SOM and error.kaskilagus.relationalsom
for
relational SOM
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