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Lossless Image Compression through Super-Resolution (2004.02872v1)

Published 6 Apr 2020 in eess.IV, cs.CV, and cs.LG

Abstract: We introduce a simple and efficient lossless image compression algorithm. We store a low resolution version of an image as raw pixels, followed by several iterations of lossless super-resolution. For lossless super-resolution, we predict the probability of a high-resolution image, conditioned on the low-resolution input, and use entropy coding to compress this super-resolution operator. Super-Resolution based Compression (SReC) is able to achieve state-of-the-art compression rates with practical runtimes on large datasets. Code is available online at https://github.com/caoscott/SReC.

Citations (37)

Summary

  • The paper presents SReC, a novel method that leverages super-resolution to achieve high compression rates without loss of quality.
  • It encodes low-resolution images and predicts a pixel distribution for precise high-resolution reconstruction using entropy coding.
  • Experiments on datasets like ImageNet64 and Open Images show that SReC outperforms traditional codecs with up to 55x faster runtimes.

Lossless Image Compression through Super-Resolution

The research paper titled "Lossless Image Compression through Super-Resolution" by Sheng Cao, Chao-Yuan Wu, and Philipp Krähenbühl introduces a novel approach to lossless image compression that leverages super-resolution techniques. This method, known as Super-Resolution based Compression (SReC), provides an efficient means to achieve state-of-the-art compression rates on large image datasets while maintaining practical runtimes.

Key Concepts and Methodology

The core idea behind SReC is to encode a low-resolution version of an image and utilize super-resolution to reconstruct higher-resolution versions. Instead of predicting a singular high-resolution output, the model forecasts a distribution over potential reconstructions, which enables lossless entropy coding through Arithmetic Coding (AC). This approach is distinct from traditional super-resolution, emphasizing the reconstruction of an entire probability distribution rather than a single image.

The compression algorithm operates by:

  1. Low-Resolution Encoding: A lower-resolution version of the image is stored as uncompressed raw pixels.
  2. Autoregressive Distribution: Each pixel in the low-resolution image generates a distribution over its high-resolution equivalents. The prediction of high-resolution details is conditioned on the low-resolution input.
  3. Entropy Coding: The super-resolution operator is compressed using entropy coding based on the calculated probabilities.

Technical and Performance Insights

SReC is characterized by a lightweight neural network architecture that parallelizes super-resolution tasks efficiently. This design choice is critical because the independence of pixel predictions within blocks allows concurrent computation, which is essential for maintaining favorable runtimes.

The results of extensive experiments indicate that SReC surpasses existing lossless image compression algorithms across various datasets, namely ImageNet64 and Open Images. Notable quantitative results show SReC achieving superior compression rates compared to both engineered codecs (such as PNG, WebP, and FLIF) and other deep learning-based methods (such as L3C and IDF). For example, on high-resolution images, SReC outperforms IDF while maintaining a 55x faster runtime.

Implications and Future Directions

The implications of this research are significant for both practical applications and theoretical advancements in the field of image compression. Practically, SReC provides a more efficient means to transmit and store image data without loss of fidelity, which is pertinent in data-intensive applications such as medical imaging and scientific research.

Theoretically, the approach introduces a novel perspective on utilizing super-resolution techniques for lossless compression, potentially opening new avenues for integrating machine learning models with classical data compression techniques.

Future research could explore the application of SReC to other types of media, such as video, where temporal coherence could be leveraged to enhance compression further. Additionally, refining the model's architecture to further reduce computational overhead while maintaining or enhancing compression efficiency could lead to broader applicability and adoption.

In conclusion, this paper successfully implements a lossless image compression method that not only achieves competitive results but also provides insight into how super-resolution techniques can be innovatively applied to the domain of data compression.

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