Progressive transmission of learned-compressed image latents reduces wireless latency and improves low-SNR throughput, but the experimental setup omits actual bit errors and non-progressive baselines.
Exploiting Inter-Image Similarity Prior for Low-Bitrate Remote Sensing Image Compression
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abstract
Deep learning-based methods have garnered significant attention in remote sensing (RS) image compression due to their superior performance. Most of these methods focus on enhancing the coding capability of the compression network and improving entropy model prediction accuracy. However, they typically compress and decompress each image independently, ignoring the significant inter-image similarity prior. In this paper, we propose a codebook-based RS image compression (Code-RSIC) method with a generated discrete codebook, which is deployed at the decoding end of a compression algorithm to provide inter-image similarity prior. Specifically, we first pretrain a high-quality discrete codebook using the competitive generation model VQGAN. We then introduce a Transformer-based prediction model to align the latent features of the decoded images from an existing compression algorithm with the frozen high-quality codebook. Finally, we develop a hierarchical prior integration network (HPIN), which mainly consists of Transformer blocks and multi-head cross-attention modules (MCMs) that can query hierarchical prior from the codebook, thus enhancing the ability of the proposed method to decode texture-rich RS images. Extensive experimental results demonstrate that the proposed Code-RSIC significantly outperforms state-of-the-art traditional and learning-based image compression algorithms in terms of perception quality. The code will be available at \url{https://github.com/mlkk518/Code-RSIC/
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2024 1verdicts
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Deep Learning-Based Image Compression for Wireless Communications: Impacts on Reliability,Throughput, and Latency
Progressive transmission of learned-compressed image latents reduces wireless latency and improves low-SNR throughput, but the experimental setup omits actual bit errors and non-progressive baselines.