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Gaussian Restoration pyramid: Application of image restoration to Laplacian pyramid compression

机译:高斯修复金字塔:图像恢复在拉普拉斯金字塔压缩中的应用

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An efficient non-orthogonal pyramid representation was proposed by Burt. However it has been stated in literature that the Laplacian sub bands of Burt pyramid have redundant information. In this paper, we propose a modified pyramid representation to reduce the redundancy in Laplacian sub bands. The proposed pyramid representation makes use of well studied de-blurring algorithm to get a prediction of blurred Gaussian images. The proposed pyramid is an improvement on Burt pyramid as it exhibits reduced sub-band frequency overlap, cross correlation and mutual information. The advantage of using this pyramid representation in image magnification and Progressive image transmission (PIT) in noisy and unreliable networks is discussed here.
机译:毛卷提出了一个有效的非正交金字塔代表。然而,它已经在文献中陈述了Burt金字塔的拉普拉斯子频带具有冗余信息。在本文中,我们提出了改进的金字塔代表,以减少拉普拉斯子带中的冗余。所提出的金字塔表示利用良好研究的去模糊算法来获得模糊的高斯图像的预测。所提出的金字塔是Burt金字塔的改进,因为它表现出降低的子带频率重叠,交叉相关性和相互信息。这里讨论了在嘈杂和不可靠的网络中使用这种金字塔表示的优点在于在嘈杂和不可靠的网络中的图像放大和渐进图像传输(PIT)。

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