🤖 AI Summary
This work addresses the heavy reliance of camera pose estimation on large-scale 3D-annotated data by proposing a self-supervised pretraining approach that, for the first time, integrates inverse and forward dynamics models into this task. By learning latent action representations from large-scale unlabeled driving videos and using them as input features to a fine-tuned pose estimator, the method substantially reduces dependence on annotated data. With only a small amount of high-quality 3D annotations, it achieves over a 10% improvement in pose accuracy compared to state-of-the-art feedforward methods on both the Waymo and PandaSet benchmarks, attaining leading performance with an order of magnitude fewer annotations.
📝 Abstract
This paper revisits camera pose estimation through the lens of self-supervised pretraining, focusing on inverse-dynamics pretraining as a scalable alternative to the current trend of fully supervised training with 3D annotations. Concretely, we employ inverse- and forward-dynamics models to learn latent action representations, similar to Genie from large-scale driving videos. Our idea is simple yet effective. Existing methods use latent actions in their original capacity, that is, as action conditioning of world-models or as proxies of robot action parameters in policy networks. Our method, dubbed LA-Pose, repurposes the latent action features as inputs to a camera pose estimator, finetuned on a limited set of high-quality 3D annotations. This formulation enables accurate and generalizable pose prediction while maintaining feed-forward efficiency. Extensive experiments on driving benchmarks show that LA-Pose achieves competitive and even superior performance to state-of-the-art methods while using orders of magnitude less labeled data. Concretely, on the Waymo and PandaSet benchmarks, LA-Pose achieves over 10% higher pose accuracy than recent feed-forward methods. To our knowledge, this work is the first to demonstrate the power of inverse-dynamics self-supervised learning for pose estimation.