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FastICA Algorithm for the Separation of Mixed Images

机译:混合图像分离的FastICA算法

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摘要

Independent component analysis is a generative model for observed multivariate data, which are assumed to be mixtures of some unknown latent variables. It is a statistical and computational technique for revealing hidden factors that underlies set of random variable measurements of signals. A common problem faced in the disciplines such as statistics, data analysis, signal processing and neural network is finding a suitable representation of multivariate data. The objective of ICA is to represent a set of multidimensional measurement vectors in a basis where the components are statistically independent. In the present paper we deal with a set of images that are mixed randomly. We apply the principle of uncorrelatedness and minimum entropy to find ICA. The original images are then retrieved using fixed point algorithm known as FastICA algorithm and compared with the original images with the help of estimated error. The outputs from the intermediate steps of algorithm such as PCA, Whitening matrix, Convergence of algorithm and dewhitening matrix are also discussed.
机译:独立分量分析是用于观察到的多元数据的生成模型,这些数据假定为某些未知潜在变量的混合。这是一种统计和计算技术,用于揭示隐藏的因素,这些因素是信号的随机变量测量集的基础。统计,数据分析,信号处理和神经网络等学科面临的一个普遍问题是找到合适的多元数据表示形式。 ICA的目的是在组件在统计上独立的基础上表示一组多维测量向量。在本文中,我们处理了一组随机混合的图像。我们应用不相关性和最小熵原理来找到ICA。然后使用称为FastICA算法的定点算法检索原始图像,并借助估计的误差将其与原始图像进行比较。还讨论了算法中间步骤(例如PCA,Whitening矩阵,算法的收敛性和Dewhitening矩阵)的输出。

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