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MARLow: A Joint Multiplanar Autoregressive and Low-Rank Approach for Image Completion

机译:Marlow:图像完成的联合多人归类自归和低级方法

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In this paper, we propose a novel multiplanar autoregressive (AR) model to exploit the correlation in cross-dimensional planes of a similar patch group collected in an image, which has long been neglected by previous AR models. On that basis, we then present a joint multiplanar AR and low-rank based approach (MARLow) for image completion from random sampling, which exploits the nonlocal self-similarity within natural images more effectively. Specifically, the multiplanar AR model constraints the local stationarity in different cross-sections of the patch group, while the low-rank minimization captures the intrinsic coherence of nonlocal patches. The proposed approach can be readily extended to multichannel images (e.g. color images), by simultaneously considering the correlation in different channels. Experimental results demonstrate that the proposed approach significantly outperforms state-of-the-art methods, even if the pixel missing rate is as high as 90%.
机译:在本文中,我们提出了一种新型多平移自回归(AR)模型,以利用在图像中收集的类似补丁组的跨尺平面的相关性,这长期被先前的AR模型忽略。在此基础上,我们提出了一个关节多平面AR和基于低秩的方法(Marlow),用于从随机采样完成,从而更有效地利用自然图像内的非识别自相似性。具体地,多平面AR模型在补丁组的不同横截面中限制局部具有横截面,而低秩最小化捕获非识别下斑块的固有相干性。通过同时考虑不同信道的相关性,可以容易地扩展到多通道图像(例如彩色图像)的方法。实验结果表明,即使像素缺失率高达90%,所提出的方法也明显优于最先进的方法。

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