Generate confusion matrix like in classification learner app programmatically

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The classification learner app provided with the Statistics and Machine Learning Toolbox generates a plot of the confusion matrix with colored cells. Is it possible to generate the same plot programmatically, without passing through the app? It is very time consuming to always use the app when the number of plots to generate is high.

Answers (3)

Ali Farmanesh
Ali Farmanesh on 29 Jun 2017
I think you can use a toolbox for solve your problem.One of this classification toolbox's (it is free) for MATLAB has been released by Milano Chemometrics and QSAR research Group. You can download the toolbox from the link below and also inform about toolbox. http://michem.disat.unimib.it/chm/download/softwares/help_classification/index.htm
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Mustrum Ridcully
Mustrum Ridcully on 7 Jul 2017
My question was not about obtaining the data inside the confusion matrix, but rather about the actual graphical representation of the matrix itself, with the colors from green to red representing correct classification versus incorrect. For example, a basic matrix obtained with the Fisher Iris dataset is
This is a screen capture of the Classification Learner App provided by the Toolbox.
I haven't found any way to generate the same graphical representation programmatically, without passing via the app each and every time.

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Baptiste Ottino
Baptiste Ottino on 8 Aug 2017
Hello Mustrum,
If you want the exact confusion matrix from the app, the path to the configuration m-file is the following:
MATLAB_R2016b.app/toolbox/stats/mlearnapp/+mlearnapp/+internal/+ui/ConfusionMatrixView.m
But rather than copying that, which could be tedious, you coud just adapt the one from the Neural Network Toolbox, if you happen to own it:
doc plotconfusion
Best of luck!

YT
YT on 14 Dec 2017
If you want fast and almost same result, then maybe it's best to use:
plotconfusion(your_confusion_matrix);
But if you want to programmatically do it yourself, in case you need multiple confusionmatrices plotted in one figure using subplot:

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