首页> 外文会议>Geoscience and Remote Sensing Symposium, 2002. IGARSS '02. 2002 IEEE International >Unsupervised Kalman filter approach to signature estimation for remotely sensed imagery
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Unsupervised Kalman filter approach to signature estimation for remotely sensed imagery

机译:无监督卡尔曼滤波方法在遥感图像签名估计中的应用

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The commonly used linear spectral unmixing is generally performed on a single pixel basis and does not take advantage of inter-pixel spatial correlation. The Kalman filter has been considered to extend the linear unmixing by taking into account both spectral and spatial correlation. In addition to a linear mixture model implemented as a measurement equation, it includes a state equation to keep track of changes in between pixels. However, Kalman filtering requires the complete knowledge of image endmembers present in image data, which is generally not available and very difficult to obtain a priori. In order to relax this dilemma, this paper presents an unsupervised Kalman filtering (UKF) approach to signature estimation for remotely sensed images. It first uses an anomaly detector combined with orthogonal subspace projection (OSP) to extract desired image endmember signatures directly from the image data, then further applies a discrimination measure to classify the extracted signatures into a set of distinct signatures that will be used in the measurement equation. In order for the UKF to effectively capture spatial correlation among sample image pixels, the state equation is also implemented dynamically to adjust the state transition matrix adaptively. Experimental results have shown that the proposed UKF approach provides additional advantages over the commonly used spectral-based linear unmixing methods.
机译:常用的线性光谱解混通常在单个像素的基础上执行,并且没有利用像素间空间相关性。考虑到频谱和空间相关性,已考虑使用卡尔曼滤波器来扩展线性解混。除了实现为测量方程的线性混合模型外,它还包括状态方程以跟踪像素之间的变化。然而,卡尔曼滤波需要完全了解图像数据中存在的图像端成员,这通常是不可用的,并且很难获得先验。为了缓解这一难题,本文提出了一种无监督的卡尔曼滤波(UKF)方法,用于遥感图像的签名估计。它首先使用异常检测器结合正交子空间投影(OSP)来直接从图像数据中提取所需的图像端成员签名,然后进一步应用判别措施将提取的签名分类为一组将在测量中使用的不同签名。方程。为了使UKF有效地捕获样本图像像素之间的空间相关性,还动态地实现了状态方程,以自适应地调整状态转换矩阵。实验结果表明,与常用的基于光谱的线性解混方法相比,提出的UKF方法具有更多优势。

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