Article ID Journal Published Year Pages File Type
4465042 International Journal of Applied Earth Observation and Geoinformation 2012 10 Pages PDF
Abstract

To address several problems in high-dimensional textures feature space and the deficiencies of the single Gaussian distribution for remote sensing data, this paper proposes a hierarchical naive Bayesian network classifier embedded in a Gaussian mixture model for high-dimensional textural image classification. High-dimensional features are grouped by the model on the basis of the correlations between them. In this way, the high-dimensional problem is decomposed into multiple problems of lower dimension. At the same time, for each group of features, a Gaussian mixture model is applied to simulate the data distribution in feature space for land covers, which fits the “original” data distribution better than a single Gaussian model. The Gaussian mixture model is embedded as a child node into a naive Bayesian network, and then the final classification result is obtained within the naive Bayesian network classifier framework. Experimental results for the classification of Landsat ETM+ and QuickBird image textures demonstrated that the classification accuracy of this method is better than that of a traditional Bayesian network classifier and some other classical classifiers. Comparing with the method dealing with original high-dimensional features, it is also more efficiency and effectiveness with fewer demand of sample size and lower time complexity.

► We build a HNBC model to handle high-dimensional textural images which combine Bayesian network and Gaussian mixture model. ► We test its performance in both classification accuracy and efficiency and effectiveness. ► The proposed model decomposed high-dimensional problem into multiple problems with lower dimension. ► The proposed model outperforms most often used methods with smaller sample size demand and lower time complexity.

Related Topics
Physical Sciences and Engineering Earth and Planetary Sciences Computers in Earth Sciences
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