Semantic image communication seeks to preserve task-relevant scene structure under limited channel resources, but carriers are often dense latent tensors or grid-aligned semantic layouts that do not explicitly encode region-level relations. This work introduces a segmentation-derived region adjacency graph (RAG) carrier, termed channel-adaptive RAG (CA-RAG), for joint source-channel coding-style image communication. Nodes store interpretable region attributes, edges preserve adjacency, channel-adaptive graph simplification (CGS) controls the node budget, and semantic belief propagation refines noisy graph embeddings before diffusion-based reconstruction. On Cityscapes, pre-channel RAG payloads are several times smaller than compressed class-index layouts in a 2,000-image study. Under additive white Gaussian noise at signal-to-noise ratios from 0 to 15 dB, CA-RAG reports higher semantic consistency than deep joint source-channel coding and a same-decoder layout baseline, with comparable perceptual quality. At 10 dB, the full-budget rate-sweep point reaches mean intersection over union (mIoU) = 0.329 at approximately 3.3 x 10^3 channel uses, while the default adaptive-CGS setting reports mIoU = 0.294 at approximately 2.6 x 10^3 channel uses.
Figures & tables
Layout (PNG)
RAG (fp16+zlib)
Mean bits
45 969.8
8 170.5
Median bits
45 256.0
8 200.0
RAG smaller on
2,000 / 2,000 images
TABLE I: Pre-channel carrier compactness on 2,000 Cityscapes images. PNG and zlib are lossless; fp16 can quantize. Not rate-matched.
SNR (dB)
M
Ch. uses
Bandwidth ratio ρ
Storage (16-bit, kbit)
0
27.2
1 742
3.3×10−3
27.9
5
34.0
2 175
4.1×10−3
34.8
10
40.8
2 610
5.0×10−3
41.8
15
47.6
3 046
5.8×10−3
48.7
20
54.4
3 480
6.6×10−3
55.7
TABLE II: Transmission cost on 2,000 Cityscapes images; channel uses are real symbols, 16-bit sizes are storage only, and M is the mean retained-node count.
SNR (dB)
0
5
10
15
LPIPS ↓
DeepJSCC
0.673 (.021)
0.663 (.022)
0.657 (.024)
0.653 (.025)
Layout
0.587 (.024)
0.561 (.025)
0.561 (.025)
0.559 (.025)
Ours
0.571 (.025)
0.563 (.024)
0.555 (.025)
0.551 (.023)
mIoU ↑
DeepJSCC
0.014 (.011)
0.016 (.011)
0.017 (.011)
0.017 (.011)
Layout
0.142 (.037)
0.257 (.054)
0.255 (.055)
0.251 (.049)
Ours
0.233 (.062)
0.264 (.069)
0.294 (.071)
0.312 (.070)
TABLE III: End-to-end AWGN comparison; 500 images; four channel-noise realizations per image. Layout is the GESCO-based baseline. Bold : best per SNR; parentheses: standard deviations.
Fig. 1: End-to-end AWGN comparison over SNR.
Fig. 2: Carrier-level rate–quality sweep at 10 dB, excluding CA-RAG metadata. RAG has lower LPIPS and higher mIoU than the layout baseline.
TABLE IV: Adaptive CGS versus fixed-max graph budget on 500 validation images with four channel-noise realizations per image.
Channel
Mode
SNR = 0 dB
SNR = 15 dB
LPIPS ↓
mIoU ↑
LPIPS ↓
mIoU ↑
AWGN
–
0.571
0.237
0.550
0.309
Rayleigh
node-block
0.572
0.229
0.550
0.310
Rayleigh
graph-block
0.570
0.233
0.549
0.307
TABLE V: Idealized Rayleigh fading vs. AWGN on 500 validation images with four channel realizations per image.
Fig. 4: Structured node erasure at AWGN 10 dB on 500 validation images with four channel-noise realizations per image.
Fig. 5: Encoder ablation on 500 validation images with four channel-noise realizations per image: GAT vs. per-node MLP.
(rmin,rmax)
M
LPIPS ↓
mIoU ↑
(0.30,0.80)
28.5
0.561
0.259
(0.30,1.00)
33.6
0.556
0.284
(0.40,0.90)
33.6
0.556
0.278
(0.50,1.00)∗
38.8
0.550
0.301
(0.60,1.00)
41.5
0.545
0.318
(0.70,1.00)
44.0
0.545
0.313
TABLE VI: CGS (rmin,rmax) sensitivity at 10 dB on 500 validation images with four channel-noise realizations per image. The ∗ denotes the default configuration.
Variant
LPIPS ↓
mIoU ↑
Full system
0.551 (.024)
0.290 (.063)
No CGS (full graph)
0.546 (.026)
0.319 (.074)
No SBP
0.550 (.025)
0.291 (.069)
No CGS + No SBP
0.550 (.027)
0.305 (.062)
TABLE VII: CGS/SBP ablation (10 dB; 500 images; four channel-noise realizations per image. “No CGS” transmits the full graph.
Polytechnic Institute, Zhejiang University, Hangzhou, China · College of Information Science and Electronic Engineering, Zhejiang University, Hangzhou, China