- Create multiple bootstrap samples from your training data.
- Train a Naive Bayes model on each bootstrap sample.
- Use majority voting or averaging to combine predictions from all models.
Ensembles of Naive Bayes in Matlab
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Hello
In a classification problem naive bayes performs at random level, so I'm thinking about using ensembles of naive bayes which could increase the performance.
Unfortunately, it seems that Matlab's `fitensemble` function only supports nearest neighbours, discriminant and tree learners.
Is there a way to create an ensemble of naive bayes in Matlab?
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Gayathri
am 3 Jan. 2025
I understand that you are trying to create an ensemble of Naive Baye's classifiers. MATLAB's "fitensemble" function doesn't directly support creating ensembles with Naive Bayes classifiers, but we can manually implement an ensemble.
The steps for creating an ensemble of Naive Bayes classifiers are as follows:
Here for illustration, I will use "fisheriris" dataset. And I have used the number of ensembles to be 10. Please refer to the below code for the implementation.
% Load your data (using the fisheriris dataset as an example)
load fisheriris
X = meas; % Predictor variables
Y = species; % Response variable
% Parameters
numModels = 10; % Number of models in the ensemble
n = size(X, 1);
predictions = cell(n, numModels); % Use a cell array to store predictions
% Train multiple Naive Bayes models
for i = 1:numModels
% Create a bootstrap sample
idx = randsample(n, n, true);
X_bootstrap = X(idx, :);
Y_bootstrap = Y(idx);
% Train Naive Bayes model
nbModel = fitcnb(X_bootstrap, Y_bootstrap);
% Predict on the entire dataset
predictions(:, i) = predict(nbModel, X);
end
% Convert cell array of predictions to a categorical array
predictionsCategorical = categorical(predictions);
% Combine predictions using majority voting
finalPredictions = mode(predictionsCategorical, 2);
% Calculate accuracy
accuracy = sum(finalPredictions == categorical(Y)) / n;
fprintf('Ensemble Accuracy: %.2f%%\n', accuracy * 100);
For more information on "fitncb" function, please refer to the following link.
Hope you find this information helpful!
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