DigitalCommons@Molloy - Molloy Multidisciplinary Undergraduate Research Conference: Applications of Naïve Bayesian Classifiers to linearly separable and inseparable data
 

Applications of Naïve Bayesian Classifiers to linearly separable and inseparable data

Presenter Information

Oswaldo RamirezFollow

Molloy Faculty Mentor

Hyokyeong Lee

Presenter Major

Computer Science

Presentation Type

Poster

Location

H239, 2nd floor, Barbara H. Hagan Center for Nursing

Start Date

28-4-2025 5:55 PM

End Date

28-4-2025 6:55 PM

Description (Abstract)

Classification is a supervised technique that trains a machine learning model using data objects with known classes and estimates classes of data objects without known classes. It is a powerful technique that helps decision making in various fields, for example, biology and finance. One of challenges associated with classification is the analysis of linearly inseparable data. As the number of features increases, nonlinearity of the data tends to be increased further. Naïve Bayesian (NB) classification method was developed based on probability theories. The method is highly scalable because it assumes that features are conditionally independent. This study shows that the NB classifiers returned high prediction accuracies on both linearly separable and linearly inseparable data.

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Apr 28th, 5:55 PM Apr 28th, 6:55 PM

Applications of Naïve Bayesian Classifiers to linearly separable and inseparable data

H239, 2nd floor, Barbara H. Hagan Center for Nursing

Classification is a supervised technique that trains a machine learning model using data objects with known classes and estimates classes of data objects without known classes. It is a powerful technique that helps decision making in various fields, for example, biology and finance. One of challenges associated with classification is the analysis of linearly inseparable data. As the number of features increases, nonlinearity of the data tends to be increased further. Naïve Bayesian (NB) classification method was developed based on probability theories. The method is highly scalable because it assumes that features are conditionally independent. This study shows that the NB classifiers returned high prediction accuracies on both linearly separable and linearly inseparable data.