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Neural Networks
Volume 4, Issue 4, 1991, Pages 517-524
 
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doi:10.1016/0893-6080(91)90048-A    
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Copyright © 1991 Published by Elsevier Ltd.

Original contribution

Iterative improvement of a nearest neighbor classifier

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Hung-Chun Yaua and Michael T. ManryCorresponding Author Contact Information, a

aUniversity of Texas at Arlington USA


Received 19 March 1990; 
accepted 11 January 1991. 
Available online 19 March 2003.

Abstract

In practical pattern recognition applications, the nearest neighbor classifier (NNC) is often applied because it does not require an a priori knowledge of the joint probability density of the input feature vectors. As the number of example vectors is increased, the error probability of the NNC approaches that of the Baysian classifier. However, at the same time, the computational complexity of the NNC increases. Also, for a small number of example vectors, the NNC is not optimal with respect to the training data. In this paper, we attack these problems by mapping the NNC to a sigma-pi neural network, to which it is partially isomorphic. A modified form of back propagation (BP) learning is then developed and used to improve classifier performance. As examples, we apply our approach to the problems of handprinted numeral recognition and geometrical shape recognition. Significant improvements in classification error percentages are observed for both the training data and testing data.

Keywords: Nearest neighbor classifier; Sigma-pi network; Back propagation; Character recognition; Isomorphic classifiers; Shape recognition; Deformation-invariant features


Corresponding Author Contact InformationRequests for reprints should be sent to Prof. Michael T. Manry, Department of Electrical Engineering, University of Texas at Arlington, Arlington, TX 76019.

Neural Networks
Volume 4, Issue 4, 1991, Pages 517-524
 
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