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Using the Rasch Model and k-Nearest Neighbors Algorithm for Response Classification
1Jon-Paul Paolino, 63 Cornwells Beach Road, Port Washington, NY 11050, USA, jonpaulpaolino@gmail.com.
This study introduces the k-nearest neighbors (k-NN) algorithm for classifying dichotomous item responses. The k-NN algorithm demonstrates accuracy and efficacy when combined with Rasch model parameter estimation methods.
Area of Science:
- Educational Measurement
- Machine Learning
- Psychometrics
Background:
- Traditional methods for analyzing dichotomous item responses often rely on specific statistical models.
- The k-nearest neighbors (k-NN) algorithm offers a non-parametric approach with potential for robust classification.
- Integrating machine learning with psychometric models can enhance response prediction and classification accuracy.
Purpose of the Study:
- To propose and evaluate the k-nearest neighbors (k-NN) algorithm for classifying and predicting responses to dichotomous items.
- To demonstrate the compatibility of k-NN with various Rasch model parameter estimation techniques.
- To assess the accuracy and efficacy of k-NN using real-world data.
Main Methods:
- Application of the k-nearest neighbors (k-NN) algorithm for response classification.
- Integration of k-NN with Rasch model parameter estimation methods: joint maximum likelihood (JMLE), conditional maximum likelihood estimation (CMLE), marginal maximum likelihood estimation (MMLE), and marginal Bayes modal estimation (MBME).
- Utilization of the percent correct statistic to evaluate performance.
- Analysis of the fraction subtraction data set (Tatsuoka, 1984) using R software.
Main Results:
- The k-nearest neighbors (k-NN) algorithm effectively classifies dichotomous item responses.
- k-NN demonstrates compatibility and utility with established Rasch model parameter estimation methods.
- Empirical validation using the fraction subtraction data set confirms the accuracy and efficacy of the proposed approach.
- The study illustrates the potential for predicting future assessment responses using k-NN.
Conclusions:
- The k-nearest neighbors (k-NN) algorithm presents a viable and effective tool for response classification in educational measurement.
- Combining k-NN with Rasch modeling offers a powerful approach for both current response analysis and future prediction.
- The findings highlight the potential of machine learning algorithms to enhance psychometric analyses.
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