What type of model is naive Bayes?

What type of model is naive Bayes?

A Naive Bayes classifier is a probabilistic machine learning model that’s used for classification task. The crux of the classifier is based on the Bayes theorem.

Can the decision boundary produced by the naive Bayes algorithm be non linear?

What I have continually read is that Naive Bayes is a linear classifier (ex: here) (such that it draws a linear decision boundary) using the log odds demonstration. As we can see, the decision boundary is non-linear.

Does naive Bayes generate decision rules?

For example, the naive Bayes classifier will make the correct MAP decision rule classification so long as the correct class is more probable than any other class. This is true regardless of whether the probability estimate is slightly, or even grossly inaccurate.

Which is a linear decision boundary of naive Bayes?

Naive Bayes is a linear classifier Naive Bayes leads to a linear decision boundary in many common cases. Illustrated here is the case where P(xα | y) is Gaussian and where σα, c is identical for all c (but can differ across dimensions α). The boundary of the ellipsoids indicate regions of equal probabilities P(x | y).

What is the difference between the naive Bayes classifier and?

TL; DR: The naive Bayes classifier is an approximation to the Bayes classifier, in which we assume that the features are conditionally independent given the class instead of modeling their full conditional distribution given the class. A Bayes classifier is best interpreted as a decision rule.

Which is the naive part of the Bayes algorithm?

Naive bayes algorithm has two parts: 1st is Bayes and 2nd is naive. Bayes is for simple reason that it uses the Bayes theorem to calculate the conditional probabiilty. Let me first try to explain this part then we will go to the naive part.

Which is an example of the naive Bayes assumption?

Naive Bayes Assumption: P(x | y) = d ∏ α = 1P(xα | y), where xα = [x]α is the value for feature α i.e., feature values are independent given the label! This is a very bold assumption. For example, a setting where the Naive Bayes classifier is often used is spam filtering.