TY - GEN
T1 - Two classification methods of individuals for educational data and an application
AU - Hayashi, Atsuhiro
PY - 2006
Y1 - 2006
N2 - Both methods, Rule Space Method (RSM) and Neural Network Model (NNM), are techniques of statistical pattern recognition and classification approaches developed from different fields - one is for behavioural sciences and the other is for neural sciences. RSM is developed in the domain of educational statistics. It starts from the use of an incidence matrix Q that characterises the underlying cognitive processes and knowledge (Attribute) involved in each Item. It is a grasping method for each examinee's mastered/non-mastered learning level (Knowledge State) from item response patterns. RSM uses multivariate decision theory to classify individuals, and NNM, considered as a nonlinear regression method, uses the middle layer of the network structure as classification results. We have found some similarities and differences between the results from the two approaches, and moreover both methods have characteristics supplemental to each other when applied to the practice. In this paper, we compare both approaches by focusing on the structures of NNM and on knowledge States in RSM. Finally, we show an application result of RSM for a reasoning test in Japan.
AB - Both methods, Rule Space Method (RSM) and Neural Network Model (NNM), are techniques of statistical pattern recognition and classification approaches developed from different fields - one is for behavioural sciences and the other is for neural sciences. RSM is developed in the domain of educational statistics. It starts from the use of an incidence matrix Q that characterises the underlying cognitive processes and knowledge (Attribute) involved in each Item. It is a grasping method for each examinee's mastered/non-mastered learning level (Knowledge State) from item response patterns. RSM uses multivariate decision theory to classify individuals, and NNM, considered as a nonlinear regression method, uses the middle layer of the network structure as classification results. We have found some similarities and differences between the results from the two approaches, and moreover both methods have characteristics supplemental to each other when applied to the practice. In this paper, we compare both approaches by focusing on the structures of NNM and on knowledge States in RSM. Finally, we show an application result of RSM for a reasoning test in Japan.
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U2 - 10.1142/9789812772466_0002
DO - 10.1142/9789812772466_0002
M3 - Conference contribution
AN - SCOPUS:84891275618
SN - 9812703918
SN - 9789812703910
T3 - Contributions to Probability and Statistics: Applications and Challenges - Proceedings of the International Statistics Workshop
SP - 11
EP - 16
BT - Contributions to Probability and Statistics
PB - World Scientific Publishing Co. Pte Ltd
T2 - International Statistics Workshop on Contributions to Probability and Statistics: Applications and Challenges
Y2 - 4 April 2005 through 5 April 2005
ER -