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Bayesian off-line detection of multiple change-points corrupted by multiplicative noise: application to SAR image edge detection

机译:乘性噪声破坏的多个变化点的贝叶斯离线检测:在SAR图像边缘检测中的应用

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摘要

This paper addresses the problem of Bayesian off-line change-point detection in synthetic aperture radar images. The minimum mean square error and maximum a posteriori estimators of the changepoint positions are studied. Both estimators cannot be implemented because of optimization or integration problems. A practical implementation using Markov chain Monte Carlo methods is proposed. This implementation requires a priori knowledge of the so-called hyperparameters. A hyperparameter estimation procedure is proposed that alleviates the requirement of knowing the values of the hyperparameters. Simulation results on synthetic signals and synthetic aperture radar images are presented.
机译:本文讨论了合成孔径雷达图像中的贝叶斯离线变化点检测问题。研究了变化点位置的最小均方误差和最大后验估计量。由于优化或集成问题,两个估计器均无法实现。提出了使用马尔可夫链蒙特卡罗方法的实际实现。该实现需要对所谓的超参数的先验知识。提出了一种超参数估计程序,该程序减轻了知道超参数值的需求。给出了合成信号和合成孔径雷达图像的仿真结果。

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