Work place: Delhi, India
E-mail: kirtika.yadav9@gmail.com
Website:
Research Interests: Computer Science & Information Technology, Applied computer science, Computer systems and computational processes, Theoretical Computer Science
Biography
Kirtika Yadav was born in Delhi, India on 3rd November 1993. She completed her bachelor's degree in B.sc Computer Science from Shyama Prasad Mukherjee College (for women), affiliated by Delhi University in 2015 and later in 2018 she completed her master's degree in MCA from Indira Gandhi Delhi Technical University For Women, Delhi.
In 2017, she has done a project on Wikipedia search engine. In 2018, she joined as a trainee in the Defence Research and Development Organisation (DRDO). She worked on a web-based application “Online Defence Information System” in her six months internship in DRDO. Her research interests are Naive Bayes classification, Decision Tree classification. Her focus is currently towards the comparison of the performances of different classification techniques using r language.
By Kirtika Yadav Reema Thareja
DOI: https://doi.org/10.5815/ijisa.2019.12.02, Pub. Date: 8 Dec. 2019
The use of technology is at its peak. Many companies try to reduce the work and get an efficient result in a specific amount of time. But a large amount of data is being processed each day that is being stored and turned into large datasets. To get useful information, the dataset needs to be analyzed so that one can extract knowledge by training the machine. Thus, it is important to analyze and extract knowledge from a large dataset. In this paper, we have used two popular classification techniques- Decision tree and Naive Bayes to compare the performance of the classification of our data set. We have taken student performance dataset that has 480 observations. We have classified these students into different groups and then calculated the accuracy of our classification by using the R language. Decision tree uses a divide and conquer method including some rules that makes it easy for humans to understand. The Naive Bayes theorem includes an assumption that the pair of features being classified are independent. It is based on the Bayes theorem.
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