Title :
New neighborhood classifiers based on evidential reasoning
Author :
Deqiang Han ; Dezert, Jean ; Yi Yang ; Chongzhao Han
Author_Institution :
MOE KLINNS Lab., Xi´an Jiaotong Univ., Xi´an, China
Abstract :
Neighborhood based classifiers are commonly used in the applications of pattern classification. However, in the implementation of neighborhood based classifiers, there always exist the problems of uncertainty. For example, when one use k-NN classifier, the parameter k should be determined, which can be big or small. Therefore, uncertainty problem occurs for the classification caused by the k value. Furthermore, for the nearest neighbor (NN) classifier, one can use the nearest neighbor or the nearest centroid of all the classes, so different classification results can be obtained. This is a type of uncertainty caused by the local and global information used, respectively. In this paper, we use theory of belief function to model and manage the two types of uncertainty above. Evidential reasoning based neighborhood classifiers are proposed. It can be experimentally verified that our proposed approach can deal efficiently with the uncertainty in neighborhood classifiers.
Keywords :
case-based reasoning; learning (artificial intelligence); pattern classification; belief function; evidential reasoning; k value; k-NN classifier; machine learning; nearest neighbor classifier; neighborhood based classifiers; pattern classification; uncertainty management; uncertainty modeling; uncertainty problem; Automation; Cognition; Computational efficiency; Decision making; Educational institutions; Joints; Uncertainty; belief functions; evidential reasoning; information fusion; neighborhood classifier; uncertainty;
Conference_Titel :
Information Fusion (FUSION), 2013 16th International Conference on
Conference_Location :
Istanbul
Print_ISBN :
978-605-86311-1-3