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Towards Fine-Grained HBOE with Rendered Orientation Set and Laplace Smoothing
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Proposes RMOS, a 150K-image Blender-rendered dataset with uniform orientation coverage, and OEFormer, a multi-branch transformer with local-window self-attention trained with Laplace-smoothed labels and weighted Smooth-L1 loss for fine-grained human body orientation estimation.
Problem
Human body orientation estimation (HBOE) struggles with fine-grained accuracy because existing datasets (TUD, MEBOW) have non-uniform angle distributions, one-hot classification labels ignore angle similarity, and prior architectures ignore body-part-specific cues.
Approach
Combine a uniformly distributed rendered synthetic dataset (RMOS) with Laplace-smoothed 72-bin soft labels trained via weighted Smooth-L1 loss, and a HRFormer-style multi-branch transformer using local-window self-attention to focus on body parts.
Key results
- OEFormer trained on MEBOW+RMOS reaches MAE 8.129 and Acc.(5°) 72.1 on MEBOW, versus MEBOW-Net's 8.393 MAE and 68.6 Acc.(5°) in the original paper's comparison.
- Ours trained on MEBOW alone reports MAE 8.356 on MEBOW, surpassing Joint-Net (10.526) and PedRecNet (9.702) without synthetic data.
- On TUD, Acc.(15°) rises from 66.7 to 72.5 and Acc.(22.5°) from 77.3 to 83.2 with the proposed method (MEBOW-trained), with MAE 12.298 vs 14.191 for MEBOW-Net.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use OEFormer + MEBOW instead of MEBOW-Net on MEBOW | HBOE · MEBOW test | Acc.(5°): 68.6 -> 71.1 | Helped |
| Add RMOS training data to MEBOW-Net (ablation) | MEBOW-Net · MEBOW test | Acc.(5°): 68.4 -> 70.8 | Helped |
| Add more RMOS training data, increasing from 20% to 100% (ablation) | MEBOW-Net · MEBOW test | Acc.(5°): 69.9 -> 70.8 | Helped |
| Use the full OEFormer architecture instead of HRFormer | OEFormer · MEBOW test | Acc.(5°): 69.9 -> 70.6 | Helped |
| Use weighted Smooth-L1-loss rather than Wu et al. smoothing (ablation) | OEFormer + MEBOW · MEBOW test | Acc.(5°): 71.0 -> 72.1 | Helped |
| Use cross-entropy loss instead of weighted Smooth-L1-loss (ablation) | OEFormer + MEBOW · MEBOW test | Acc.(5°): 72.1 -> 44.5 | Hurt |
| Use cosine regression loss instead of weighted Smooth-L1-loss (ablation) | OEFormer + MEBOW · MEBOW test | Acc.(5°): 72.1 -> 31.0 | Hurt |
| Upweight rare sample categories in the loss (ablation) | OEFormer + MEBOW · MEBOW test | Acc.(5°): 72.1 -> 65.3 | Hurt |
| Set Laplace kernel σ to 1.0 instead of 2.0 (ablation) | OEFormer + MEBOW · MEBOW test | Acc.(5°): 72.1 -> 71.0 | No clear effect |
Surprising findings
- Adding RMOS to the TUD-evaluated setting slightly lowered Acc.(5°) (39.5 to 36.6) while improving Acc.(15°) and Acc.(22.5°).
- Upsampling rare orientations instead of adding synthetic RMOS data did not yield the expected gains.
Limitations
- Synthetic RMOS data covers 10 models in 48 poses from five viewpoints, limiting diversity relative to real data.
- Improvements over baselines are often small (e.g., 8.129 vs 8.384 MAE), and gains from RMOS on TUD are mixed.
Experimental setup
Datasets: MEBOW RMOS TUD COCO
Benchmarks: MEBOW TUD
Metrics: Accuracy-5° Accuracy-15° Accuracy-22.5° Accuracy-30° Accuracy-45° MAE
Baselines: MEBOW-Net Joint-Net PedRecNet HRNet HRFormer ResNet50 Hara (2017) AKRF-VW (2018) Yu (2019)
Builds on: HRFormer MEBOW Gaussian label smoothing (Wu et al. 2020) label smoothing (Müller et al. 2019) HRNet
Closest papers by meaning
- Orientation Matters: Making 3D Generative Models Orientation-Aligned (NeurIPS 2025 · similarity 0.84)
- Orient Anything: Learning Robust Object Orientation Estimation from Rendering 3D Models (ICML 2025 · similarity 0.84)
- Orient Anything V2: Unifying Orientation and Rotation Understanding (NeurIPS 2025 · similarity 0.83)
- FreeMan: Towards Benchmarking 3D Human Pose Estimation under Real-World Conditions (CVPR 2024 · similarity 0.83)
- Evaluating Multiview Object Consistency in Humans and Image Models (NeurIPS 2024 · similarity 0.83)
- Neural Localizer Fields for Continuous 3D Human Pose and Shape Estimation (NeurIPS 2024 · similarity 0.83)
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