Classification of Segments in PolSAR Imagery by Minimum Stochastic Distances Between Wishart Distributions
Wagner Barreto da Silva, Corina da Costa Freitas, Sidnei Jo\~ao, Siqueira Sant'Anna, Alejandro C. Frery

TL;DR
This paper introduces a novel region-based classifier for PolSAR imagery that utilizes stochastic distances derived from Wishart models to improve segmentation accuracy, validated through simulated and real data comparisons.
Contribution
It presents analytic expressions for hypothesis test statistics based on stochastic distances between Wishart models, enhancing PolSAR image classification methods.
Findings
Proposed classifier outperforms Wishart per-pixel/classifier
Better performance with simulated Wishart data
Improved results on real SIR-C PolSAR data
Abstract
A new classifier for Polarimetric SAR (PolSAR) images is proposed and assessed in this paper. Its input consists of segments, and each one is assigned the class which minimizes a stochastic distance. Assuming the complex Wishart model, several stochastic distances are obtained from the h-phi family of divergences, and they are employed to derive hypothesis test statistics that are also used in the classification process. This article also presents, as a novelty, analytic expressions for the test statistics based on the following stochastic distances between complex Wishart models: Kullback-Leibler, Bhattacharyya, Hellinger, R\'enyi, and Chi-Square; also, the test statistic based on the Bhattacharyya distance between multivariate Gaussian distributions is presented. The classifier performance is evaluated using simulated and real PolSAR data. The simulated data are based on the complex…
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