Hi Thierry,

In OTB version 5.10 and higher, TrainImagesClassifier uses the sample procedure 
from SampleSelection, another OTB application:
https://www.orfeo-toolbox.org/CookBook/Applications/app_SampleSelection.html

You can set some parameters directly in TrainImagesClassifier, but if you want 
greater control over the way the sampling is done, that’s one option.
There’s a detailed tutorial in the cookbook here: 
https://www.orfeo-toolbox.org/CookBook/recipes/pbclassif.html#samples-selection

Concerning your issue, are the two confusion matrices you get really different 
qualitatively, or is it just noise? Also, which OTB version are you using.

Thanks,

Victor Poughon

De : [email protected] [mailto:[email protected]] De la part 
de Thierry Bélouard
Envoyé : jeudi 27 juillet 2017 17:46
À : otb-users
Objet : [otb-users] Learning process: confusion matrix

Hello,

I would like to have some explanations about the calculus of the confusion 
matrix (learning process) with OTB because I get totally different results 
according to the way I proceed.

On one side, I have split my reference data (polygons, 4 classes of defoliation 
in forest) into 2 data files: a learning data set (50% of the polygons) and a 
testing data set (others 50%). To do so, I have sampled polygons regularly 
according to their size in each class of defoliation. An important point maybe 
is that I have sampled polygons and not points or pixels. I calculate my random 
forest rule on my learning data set and then I calculate my confusion matrix 
with my classification map and my testing data set.

On the other side, it seem to me than we can calculate simultaneously the 
classifying rule and the matrix confusion with TrainImagesClassifier module 
with the entire reference data set (learning and testing polygons all together) 
and setting learning/validation ratio to 0.5. Isn’t? If yes, I don’t understand 
why I get completely different results. Can the reason be a different sampling 
procedure of OTB as a systematic sampling of pixels for example?

Thank you for your answer.

Thierry Bélouard
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