Exploring Academic Trends with Histograms, Linear Regression, and Correlation Matrix

In recent years, the field of education has seen a growing interest in the use of data mining techniques to improve teaching, learning, and administrative decision-making. Data mining refers to the process of uncovering hidden patterns, correlations, and useful information from large volumes of data. It involves applying various computational and statistical methods to analyze datasets that are often too complex or vast for traditional aanalysis methods. In the context of education, it can be used to analyze student performance, predict academic success, identify at-risk students, personalize learning paths, and improve curriculum design. By using classification algorithms, educational institutions can categorize student data and outcomes. This allows educators to develop targeted interventions and support systems that address individual student needs. Clustering techniques can group students by performance or engagement levels, offering insights into effective teaching strategies for different learner groups. Histograms, regression and correlative analysis can reveal broader trends, such as the impact of teaching methods or the effectiveness of online learning tools. These insights help institutions make data-driven decisions that enhance the overall educational experience. The present study analyzes a dataset of student registration numbers and their respective grades across all subjects. Alphabetic grades were converted to numeric values to facilitate analysis. Histograms of all subjects' grades were generated, followed by linear regression and a correlation matrix to identify relationships between subjects. The outputs include scatter plots for linear regression results and a correlation matrix for subject relationships.

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Publication Details

Journal
American Journal of Education and Information Technology
Published
2025-06-16
DOI
https://doi.org/10.11648/j.ajeit.20250901.18
Primary Topic
Technology and Data Analysis
Type
article
Field-Weighted Citation Impact
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article

Exploring Academic Trends with Histograms, Linear Regression, and Correlation Matrix

Satya Sri Atukuri, Sruthi Busam, Bharat Khushalani
American Journal of Education and Information Technology
Technology and Data Analysis
article

Exploring Academic Trends with Histograms, Linear Regression, and Correlation Matrix

Satya Sri Atukuri, Sruthi Busam, Bharat Khushalani
article en

Abstract

In recent years, the field of education has seen a growing interest in the use of data mining techniques to improve teaching, learning, and administrative decision-making. Data mining refers to the process of uncovering hidden patterns, correlations, and useful information from large volumes of data. It involves applying various computational and statistical methods to analyze datasets that are often too complex or vast for traditional aanalysis methods. In the context of education, it can be used to analyze student performance, predict academic success, identify at-risk students, personalize learning paths, and improve curriculum design. By using classification algorithms, educational institutions can categorize student data and outcomes. This allows educators to develop targeted interventions and support systems that address individual student needs. Clustering techniques can group students by performance or engagement levels, offering insights into effective teaching strategies for different learner groups. Histograms, regression and correlative analysis can reveal broader trends, such as the impact of teaching methods or the effectiveness of online learning tools. These insights help institutions make data-driven decisions that enhance the overall educational experience. The present study analyzes a dataset of student registration numbers and their respective grades across all subjects. Alphabetic grades were converted to numeric values to facilitate analysis. Histograms of all subjects' grades were generated, followed by linear regression and a correlation matrix to identify relationships between subjects. The outputs include scatter plots for linear regression results and a correlation matrix for subject relationships.

American Journal of Education and Information TechnologyVol. 9(1)
Openalex Percentile: Top 78%
Technology and Data Analysis
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