Performance analysis of classification algorithms under different datasets

For machine learning applications Classification is the first step in grouping, dividing, categorization and separation of dataset based on feature vectors. Many algorithms are in implementation for classification of datasets includes Bayes, lazy, functions, meta, tree and rule classifiers. All tech...

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Bibliographic Details
Published in2016 3rd International Conference on Computing for Sustainable Global Development (INDIACom) pp. 1584 - 1589
Main Authors Rani, A. Swarupa, Jyothi, S.
Format Conference Proceeding
LanguageEnglish
Published Bharati Vidyapeeth, New Delhi as the Organizer of INDIACom - 2016 01.03.2016
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Summary:For machine learning applications Classification is the first step in grouping, dividing, categorization and separation of dataset based on feature vectors. Many algorithms are in implementation for classification of datasets includes Bayes, lazy, functions, meta, tree and rule classifiers. All techniques are implemented based on learning rule identify a model for close relationship among the attribute set and class label of the inputs under various datasets. Learning algorithm generated model should fit for both the input data set and forecast the records of class labels. By Analysis the main key objective of learning algorithms is to construct models with good universality capability. Many models are available for accurate prediction of class labels from unknown records. In this paper, Different classifiers algorithms namely Naive Bayes, Multilayer perceptron Instance Based K-Nearest Neighbor (IBK), J48 Decision Tree, Simple Cart, ZeroR, CVParameter and Filtered Classifier performance is analyzed. The diabetes datasets, nutrition datasets, ecoli protein datasets, mushrooms datasets are used for calculating the performance by using the cross validations of parameter. Finally identified classification algorithms performance is evaluated and compared in terms of the classification accuracy and execution time under different data sets.