Differentially Private Naive Bayes Classifier using Smooth Sensitivity
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With the increasing collection of users' data, protecting individual privacy has gained more interest. Differential Privacy is a strong concept of protecting individuals. Naive Bayes is one of the popular machine learning algorithm, used as a baseline for many tasks. In this work, we have provided a differentially private Naive Bayes classifier that adds noise proportional to the Smooth Sensitivity of its parameters. We have compared our result to Vaidya, Shafiq, Basu, and Hong in which they have scaled the noise to the global sensitivity of the parameters. Our experiment results on the real-world datasets show that the accuracy of our method has improved significantly while still preserving $\varepsilon$-differential privacy.
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Cited by 2 Pith papers
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Efficient Propose-Test-Release for Optimal Differentially Private Estimation
Efficient PTR replaces exact insensitive sets and Hellinger distances with simpler subsets and Lipschitz lower bounds to achieve minimax-optimal accuracy for DP Bayes classification, linear regression, and nonparametr...
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Efficient Propose-Test-Release for Optimal Differentially Private Estimation
Introduces ePTR pipeline using safety lower bound testing to enable optimal DP mechanisms for sensitive estimators in classification and regression.
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