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Naive Bayes classifiers constitute simple probability classifiers based on the Bayes theorem. This theorem expresses the likelihood of a pattern being classified in class ωi given the characteristic vector x. That likehood is equal to the probability, that describes the distribution of the vector x in the ωi class, multiplied by the probability of the pattern belonging to the ωi class, divided by the probability which defines the probabilistic function of x.
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The algorithm of a Naive Bayes classifier seeks to recognise the different classes of a pattern and match it to the class that it belongs. Initially, it gets a set of attributes (let x1, χ2, ..., χM) which are called measurable characteristics or parameters. Given these, the pattern is classified in classes (let ω1, ω2, ..., ωM).