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Trainable Nonlinear Reaction Diffusion: A Flexible Framework for Fast and Effective Image Restoration

About

Image restoration is a long-standing problem in low-level computer vision with many interesting applications. We describe a flexible learning framework based on the concept of nonlinear reaction diffusion models for various image restoration problems. By embodying recent improvements in nonlinear diffusion models, we propose a dynamic nonlinear reaction diffusion model with time-dependent parameters (\ie, linear filters and influence functions). In contrast to previous nonlinear diffusion models, all the parameters, including the filters and the influence functions, are simultaneously learned from training data through a loss based approach. We call this approach TNRD -- \textit{Trainable Nonlinear Reaction Diffusion}. The TNRD approach is applicable for a variety of image restoration tasks by incorporating appropriate reaction force. We demonstrate its capabilities with three representative applications, Gaussian image denoising, single image super resolution and JPEG deblocking. Experiments show that our trained nonlinear diffusion models largely benefit from the training of the parameters and finally lead to the best reported performance on common test datasets for the tested applications. Our trained models preserve the structural simplicity of diffusion models and take only a small number of diffusion steps, thus are highly efficient. Moreover, they are also well-suited for parallel computation on GPUs, which makes the inference procedure extremely fast.

Yunjin Chen, Thomas Pock• 2015

Related benchmarks

TaskDatasetResultRank
Super-ResolutionSet14
PSNR32.51
586
Image Super-resolutionSet5 (test)
PSNR36.86
544
Single Image Super-ResolutionUrban100
PSNR29.7
500
Super-ResolutionB100 (test)
PSNR31.4
363
Single Image Super-ResolutionSet5
PSNR36.86
352
Image DenoisingBSD68
PSNR33.41
297
Image Super-resolutionSet14 (test)
PSNR29.46
292
Single Image Super-ResolutionSet14
PSNR32.51
252
Image DenoisingUrban100
PSNR33.78
222
Single Image Super-ResolutionBSD100
PSNR31.4
211
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