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WANG Xuye, ZHAO Wenbo, BAI Yuanchao, WANG Kai, LIU Xianming. LINC: Lightweight Implicit Inter-Frame Coding Framework for Near-Lossless Medical Image Compression[J]. Journal of Electronics & Information Technology. doi: 10.11999/JEIT260244
Citation: WANG Xuye, ZHAO Wenbo, BAI Yuanchao, WANG Kai, LIU Xianming. LINC: Lightweight Implicit Inter-Frame Coding Framework for Near-Lossless Medical Image Compression[J]. Journal of Electronics & Information Technology. doi: 10.11999/JEIT260244

LINC: Lightweight Implicit Inter-Frame Coding Framework for Near-Lossless Medical Image Compression

doi: 10.11999/JEIT260244 cstr: 32379.14.JEIT260244
Funds:  The National Natural Science Foundation of China (62401176)
  • Received Date: 2026-03-06
  • Accepted Date: 2026-10-28
  • Rev Recd Date: 2026-10-20
  • Available Online: 2026-10-31
  •   Objective  With the rapid advancement of Artificial Intelligence (AI)-enabled healthcare systems and high-speed communication networks, the growing volume of medical imaging data generated by large-scale Computed Tomography (CT) and Magnetic Resonance Imaging (MRI) examinations places substantial demands on storage and transmission infrastructures. Unlike natural images, medical images require high diagnostic fidelity. Therefore, lossy compression may be unsuitable when irreversible errors compromise clinically relevant details and pose potential clinical risks. Although lossless compression guarantees exact reconstruction, its coding efficiency is fundamentally constrained by the entropy lower bound, resulting in limited compression ratios. Near-lossless compression relaxes this constraint by limiting the absolute reconstruction error at each pixel to a predefined threshold τ, thereby improving coding efficiency while preserving diagnostic reliability. However, existing near-lossless methods typically model each frame independently and do not fully exploit inter-frame correlations in volumetric medical image sequences. To address this limitation, a Lightweight Implicit Near-lossless Compression (LINC) framework based on implicit inter-frame coding is proposed. The framework integrates lossy coding and near-lossless residual coding within a unified probabilistic modeling approach while exploiting temporal dependencies between adjacent slices.  Methods  Given a medical image sequence, LINC aims to achieve near-lossless compression under a strict per-pixel reconstruction error bound τ while maintaining low model complexity. The proposed framework comprises two stages: lossy inter-frame coding and near-lossless residual coding. In the lossy stage, the previously decoded frame serves as a reference for cross-frame conditional modeling. Rather than compressing image blocks independently, full-frame feature fusion is performed to capture long-range structural correlations. Inter-frame dependencies are implicitly represented through learned features and conditional probability distributions, without explicitly estimating or transmitting motion vectors, optical flow, or deformation fields. A lightweight encoder–decoder architecture incorporating attention modules extracts fused representations from the current and reference frames (Fig. 2). A hyperprior model estimates latent-variable distributions, and arithmetic coding is used to encode quantized latent representations. The total coding rate is decomposed into the latent representation cost and the conditional residual cost (Eqs. 4–5). The lossy reconstruction is then rescaled to the original pixel scale, rounded to the nearest integer, and clipped to the valid pixel range before residual calculation (Eq. 6). The residual is partitioned into blocks of size L×L to enable parallel processing. To satisfy the near-lossless constraint, interval quantization is applied (Eq. 7), ensuring that the reconstruction error does not exceed τ. Within each block, a parallel autoregressive scanning strategy is adopted (Fig. 3), and masked convolution extracts contextual information from previously encoded residuals. The conditional Probability Mass Function (PMF) of the residuals is modeled using a discretized logistic mixture model (Eq. 9), and the near-lossless PMF is derived through interval aggregation (Eq. 10). Arithmetic coding is then used to encode the quantized residuals. At the decoder, the recovered quantized residuals are added to the integer-valued lossy reconstruction, and the result is clipped to the valid pixel range without increasing the reconstruction error. During training, both lossless and near-lossless branches are retained to stabilize probability estimation (Eqs. 12–13). During deployment, a fixed Group of Pictures (GOP) structure (I–P–P–…–P) with a length of S = 8 is adopted. Each GOP consists of one Intra-coded frame (I-frame) followed by seven Predictive frames (P-frames). I-frames are encoded using a pretrained single-frame model, whereas P-frames are encoded using LINC. Dynamic residual range adjustment is introduced to accelerate entropy coding.  Result and Discussion   Extensive experiments are conducted on four medical imaging datasets: MosMed, CHAOS, MRNet, and ACDC (Section 4.1). Near-lossless compression performance at τ = 1–4 is compared with that of JPEG-LS, the Context-based Adaptive Lossless Image Codec (CALIC), and the Deep Lossy Plus Residual (DLPR) method (Table 1). The proposed method consistently achieves the lowest average bits per pixel (bpp) across all tested error thresholds. Across these thresholds, the average bpp of DLPR is approximately 15% higher than that of LINC. Performance gains vary across datasets according to differences in inter-frame correlation. Visualization of adjacent-frame differences and reconstruction residuals (Fig. 4) reveals weaker inter-frame correlation in the selected MRNet example than in the MosMed example, consistent with the smaller improvement observed on MRNet. The measured maximum absolute reconstruction errors remain within the prescribed thresholds across all four medical imaging datasets. In strict lossless mode, comparisons with JPEG2000, JPEG-XL, High Efficiency Video Coding (HEVC), JPEG-LS, CALIC, and DLPR show that LINC achieves the lowest average bpp, with the average bpp of DLPR approximately 7.6% higher than that of LINC (Table 2). These results further demonstrate the effectiveness of the framework in both compression modes. Complexity and resource analyses (Table 3) show that LINC has more parameters and higher peak Graphics Processing Unit (GPU) memory usage than DLPR, while requiring fewer floating-point operations for lossy encoding and slightly more for lossy decoding. Nevertheless, its measured average encoding and decoding times are shorter than those of DLPR (Table 4). Rate allocation analysis (Table 5) further indicates that inter-frame modeling reduces both latent and residual coding costs in P-frames. An ablation study of residual block size (Table 6) reveals a trade-off between parallel processing efficiency and modeling accuracy. Increasing the block size from 64 to 256 reduces residual bpp by only approximately 0.09%, while increasing residual encoding and decoding times by approximately 279% and 283%, respectively. Therefore, L = 64 is selected as a practical compromise between efficiency and compression performance. Boundary and non-boundary regions exhibit similar Mean Absolute Error (MAE) and Peak Signal-to-Noise Ratio (PSNR) values on the evaluated CHAOS sequence, with no pronounced concentration of reconstruction errors at block boundaries (Table 7). Further ablation experiments show that full-frame modeling without inter-frame information improves compression relative to DLPR. Introducing inter-frame information into either stage provides additional gains, whereas using it in both stages achieves the lowest average bpp (Table 8). Experiments on BVI-DVC, JHMDB, and Xiph show that LINC consistently achieves lower bpp than DLPR across all tested error thresholds. However, on Xiph, LINC achieves higher bpp than CALIC at τ = 1–4, indicating limitations in its applicability to natural video compression (Table 9).  Conclusions  This study proposes LINC, a lightweight framework for implicit inter-frame near-lossless compression of medical images. By integrating lossy coding and near-lossless residual coding within a probabilistic framework and introducing cross-frame conditional modeling, LINC effectively exploits temporal redundancy in medical image sequences. Experimental results show that LINC achieves lower average bpp and shorter average encoding and decoding times than DLPR, although it requires more parameters and higher peak GPU memory usage. Furthermore, the framework supports strict lossless compression and achieves measurable coding-efficiency gains. Although improvements over DLPR are also observed on natural video datasets, LINC’s competitiveness against traditional codecs remains dataset-dependent. The proposed method provides an efficient solution for large-scale medical image storage and transmission under strict per-pixel reconstruction error constraints.
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