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首页> 外文期刊>Pattern Recognition: The Journal of the Pattern Recognition Society >A block-oriented restoration in gray-scale images using full range autoregressive model
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A block-oriented restoration in gray-scale images using full range autoregressive model

机译:使用全范围自回归模型的灰度图像中的面向块的还原

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摘要

This paper introduces a novel approach, i.e. block oriented-restoration, based on a Family of Full Range Autoregressive (FRAR) model to restore the information lost, and this adopts the Bayesian approach to estimate the parameters of the model. The Bayesian approach, by combining the prior information and the observed data known as posterior distribution, makes inferences. The loss of information caused is due to errors in communication channels, through which the data are transmitted. In most applications, the data are transmitted block wise. Even if there is loss of a single bit in a block, it causes loss in the whole block and the impact may reflect on its consecutive blocks. In the proposed technique, such damaged blocks are identified, and to restore it, a priori information is searched and extracted from uncorrupted regions of the image; this information and the pixels in the neighboring region of the damaged block are utilized to estimate the parameters of the model. The estimated parameters are employed to restore the damaged block. The proposed algorithm takes advantage of linear dependency of the neighboring pixels of the damaged block and takes them as source to predict the pixels of the damaged block. The restoration is performed at two stages: first, the lone blocks are restored; second, the contiguous blocks are restored. It produces very good results and is comparable with other existing schemes.
机译:本文介绍了一种基于全范围自回归(FRAR)模型来恢复丢失的信息的新颖方法,即面向块的恢复,并采用贝叶斯方法来估计模型的参数。贝叶斯方法通过组合先验信息和被称为后验分布的观测数据进行推断。造成的信息丢失是由于传输数据的通信通道中的错误所致。在大多数应用中,数据以块方式传输。即使一个块中只有一位丢失,它也会导致整个块丢失,并且影响可能会反映在其连续的块上。在提出的技术中,识别出这些损坏的块,并对其进行恢复,从图像的未损坏区域中搜索并提取先验信息;该信息和损坏块的邻近区域中的像素被用于估计模型的参数。估计的参数用于恢复损坏的块。所提出的算法利用了损坏块的相邻像素的线性相关性,并以它们为源来预测损坏块的像素。恢复分两个阶段进行:首先,恢复孤立的块;然后,恢复单独的块。第二,恢复相邻的块。它产生非常好的结果,并且可以与其他现有方案相媲美。

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