Work place: JaganNathUniversity, Jaipur , India and Principal Scientist AKMU, IARI Pusa Campus, New Delhi, India
E-mail: akmishra.usi.iari@gmail.com
Website:
Research Interests: Computational Science and Engineering, Computational Engineering, Software Engineering, Data Structures and Algorithms
Biography
Dr. A.K.Mishra has published several research papers in the reputed ‘National and International Journals’.
A.K.MISHRA is a Principal Scientist in Indian Agricultural Research Institute, Pusa , New Delhi, India. He is an IT expert with more than 20 yrs. of experience which includes application designing, implementation and management of ICT based projects. He has experience in implementing projects in the domain of Knowledge and e-Resource management. He has published 25 papers in reputed International / National journals. His area of interest are bioinformatics, Web technologies, Software Engineering, IT in Agriculture and Rural Development.
By Tripti Lamba Kavita A.K.Mishra
DOI: https://doi.org/10.5815/ijisa.2019.02.05, Pub. Date: 8 Feb. 2019
Machine Learning is a division of Artificial Intelligence which builds a system that learns from the data. Machine learning has the capability of taking the raw data from the repository which can do the computation and can predict the software bug. It is always desirable to detect the software bug at the earliest so that time and cost can be reduced. Feature selection technique wrapper and filter method is used to find the most optimal software metrics. The main aim of the paper is to find the best model for the software bug prediction. In this paper machine learning techniques linear Regression, Random Forest, Neural Network, Support Vector Machine, Decision Tree, Decision Stump are used and comparative analysis has been done using performance parameters such as correlation, R-squared, mean square error, accuracy for software modules named as ant, ivy, tomcat, berek, camel, lucene, poi, synapse and velocity. Support vector machine outperform as compare to other machine learning model.
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