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An ICA-Based Method for Poisson Noise Reduction

机译:基于ICA的泊松降噪方法

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摘要

Many image systems rely on photon detection as a basis of image formation. One of the major sources of error in these systems is Poisson noise due to the quantum nature of the photon detection process. Unlike additive Gaussian noise, Poisson noise is signal dependent, and consequently separating signal from noise is a very difficult task. In most current Poisson noise reduction algorithms, noisy signal is firstly pre-processed to approximate Gaussian noise and then denoise by a conventional Gaussian denoising algorithm. In this paper, based on the property that Poisson noise adapts to the intensity of signal, we develop and analyze a new method using an optimal ICA-domain filter for Poisson noise removal. The performance of this algorithm is assessed with simulated data experiments and experimental results demonstrate that this algorithm greatly improves the performance in denoising image.
机译:许多图像系统依靠光子检测作为图像形成的基础。这些系统中的主要误差源之一是由于光子检测过程的量子性质而引起的泊松噪声。与加性高斯噪声不同,泊松噪声取决于信号,因此将信号与噪声分离是一项非常困难的任务。在大多数当前的泊松降噪算法中,首先对噪声信号进行预处理以近似高斯噪声,然后通过常规的高斯降噪算法进行降噪。本文基于泊松噪声适应信号强度的特性,开发并分析了一种使用最佳ICA域滤波器来消除泊松噪声的新方法。通过仿真实验验证了该算法的性能,实验结果表明该算法大大提高了图像的去噪性能。

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