Several state-of-the-art patch-based methods for video denoising rely on grouping similar patches and jointly denoising them. Different denoising algorithms have been proposed that are based on different models for the groups of patches. These models differ on their complexity. In general, more complex models achieve better results but are also more costly to compute.
But the modeling of the groups of patches is not the only difference between the algorithms. Other differences can be the type of patches, the search strategies used for determining the groups of similar patches and the weights used in the aggregation. This makes it difficult to determine the actual impact of the patch model on the results.
In this work we compare two of the models that have produced better results in equal conditions: models based on a fixed transform like BM3D, and adaptive transforms, which are more costly but have produced better results. In addition we propose a third simple model which can be interpreted as a non-local version of the classical DCT denoising and add it to the comparison. This allows to have a clearer picture of the performance trade-offs between the complexity of the models and the denoising performance.
P. Arias, G. Facciolo, J.-M. Morel, A comparison of patch-based models in video denoising. IVMSP, 2018.
P.Arias, J.-M. Morel Video denoising via empirical Bayesian estimation of space-time patches. JMIV 60(1):70-93, 2017.
In the table bellow, we show results obtained for seven 960x540 grayscale test sequences. The sequences were
taken from Derf's video databased. The originals are RGB sequences of resolution 1920x1080. We converted
them to grayscale by averaging the channels and downscaled them.
The sequence names in the table header and some of the PSNR values in the table
are links to the corresponding videos. The videos are uncompressed.
We compared the following algorithms:
Work supported by IDEX Paris-Saclay IDI 2016, ANR-11-IDEX-0003-02, ONR grant N00014-17-1-2552, CNES MISS project, DGA Astrid ANR-17-ASTR-0013-01, DGA ANR-16-DEFA-0004-01, and MENRT.