GWAM: World Action Models for Efficient and Geometry Grounded Image-Goal Navigation
Organizations: College of Intelligence Science and Technology, National University of Defense Technology, China · National Key Laboratory of Equipment State Sensing and Smart Support, National University of Defense Technology, China · School of Future Technology, National University of Defense Technology, China
Abstract
World models capture environment dynamics and support counterfactual reasoning for planning. In image-goal navigation, where the target often lies beyond the current field of view, the agent must not only model environmental dynamics but also maintain a persistent spatial memory of the scene. Existing approaches either introduce spatial context by fine-tuning pretrained models on the target task, which underexploits their spatial priors, or rely on external 3D reconstruction, which is computationally expensive for real-world deployment. In this paper, we propose the Geometry Grounded World Action Model (GWAM) for image-goal navigation. GWAM encodes spatial cues through a learned scene-coordinate localization module that anchors the current, goal, and history frames in a common reference frame, yielding a stable and consistent spatial context that enables efficient navigation without explicit 3D reconstruction. Following the world-action-model paradigm, GWAM jointly predicts future states and actions, eliminating the need for costly cross-entropy method (CEM) style planning. In addition, GWAM operates entirely in latent space, avoiding the computational burden of pixel-level reconstruction and substantially reducing inference cost. Across four trajectory prediction benchmarks, GWAM reduces average ATE and RPE by 40.1% and 35.2%, respectively. In closed-loop navigation experiments, it improves the success rate from 54.0% to 63.0% and the success weighted by path length (SPL) from 36.4% to 59.2%, while maintaining high efficiency.
Figures & tables
| Method | RECON | SACSoN | TartanDrive | SCAND | Average |
|---|---|---|---|---|---|
| GNM ( Shah et al., 2023a ) | 1.87/0.73 | 3.71 /1.00 | 6.65/1.62 | 2.12/1.61 | 3.59/1.24 |
| NoMaD ( Sridhar et al., 2024 ) | 1.95/0.53 | 3.73/0.96 | 6.32/1.31 | 2.24/0.49 | 3.56/0.82 |
| NWM ( Bar et al., 2025 ) | 1.13 / 0.35 | 4.12/0.96 | 5.63/1.18 | 1.28/ 0.33 | 3.04 / 0.71 |
| DINO-WM ( Zhou et al., 2025 ) | 2.33/0.54 | 5.39/1.10 | 5.00/ 1.06 | 1.87/0.42 | 3.65/0.78 |
| DreamerV3 ( Hafner et al., 2025 ) | 1.88/ 0.34 | 4.86/1.01 | 5.96/1.24 | 1.38/0.34 | 3.52/0.73 |
| LeWM ( Maes et al., 2026 ) | 2.20/0.66 | 4.01/1.05 | 4.93 /1.31 | 2.16/0.58 | 3.33/0.90 |
| Dataset | Pose + motion | Pose only | None | |||
|---|---|---|---|---|---|---|
| GT+GT | Pred.+GT | Pred.+Pred. | GT | Pred. | ||
| RECON | 0.46/0.18 | 1.17/0.33 | 1.38/0.36 | 0.77/0.33 | 1.38/0.37 | 2.02/0.58 |
| SACSoN | 0.94/0.35 | 1.15/0.39 | 1.18/0.40 | 1.42/0.48 | 1.42/0.46 | 2.32/0.62 |
| TartanDrive | 1.13/0.36 | 1.70/0.48 | 2.70/0.63 | 3.56/0.96 | 4.53/0.93 | 5.64/1.19 |
| SCAND | 0.57/0.23 | 1.55/0.38 | 2.04/0.45 | 0.78/0.29 | 1.96/0.44 | 1.96/0.47 |
| Average | 0.78/0.28 | 1.39/0.39 | 1.82/0.46 | 1.63/0.52 | 2.32/0.55 | 2.99/0.71 |
Appendix figures & tables1 asset
Supplementary material from the paper’s appendix.
Appendix
| Episode index | Episode ID | G 2 WAM | Steps | NWM | Steps |
|---|---|---|---|---|---|
| 92 | 3353 | S | 9 | S | 75 |
| 17 | 3403 | S | 21 | F | 100 |
| 29 | 3532 | S | 60 | S | 36 |
| 19 | 3537 | S | 32 | F | 100 |
| 59 | 3310 | S | 12 | S | 1 |
| 16 | 3527 | S | 25 | S | 4 |