FoundationSLAM: Unleashing the Power of Depth Foundation Models for End-to-End Dense Visual SLAM
Yuchen Wu, Jiahe Li, Fabio Tosi, Matteo Poggi, Jin Zheng, Xiao Bai
TL;DR
FoundationSLAM tackles geometric inconsistencies in flow-based monocular dense SLAM by incorporating depth priors from foundation models into a fully differentiable pipeline. It introduces a Hybrid Flow Network, a Bi-Consistent Bundle Adjustment Layer, and a Reliability-Aware Refinement to enforce multi-view coherence and adapt refinement to unreliable regions, using residuals such as $L_{\text{flow}}$ and $L_{\text{geo}}$. The approach achieves state-of-the-art tracking and dense reconstruction on standard benchmarks and runs in real-time at 18 FPS, demonstrating strong generalization to varied environments. Overall, the work offers a practical, end-to-end solution for robust, dense SLAM with explicit geometric guidance and consistent optimization.
Abstract
We present FoundationSLAM, a learning-based monocular dense SLAM system that addresses the absence of geometric consistency in previous flow-based approaches for accurate and robust tracking and mapping. Our core idea is to bridge flow estimation with geometric reasoning by leveraging the guidance from foundation depth models. To this end, we first develop a Hybrid Flow Network that produces geometry-aware correspondences, enabling consistent depth and pose inference across diverse keyframes. To enforce global consistency, we propose a Bi-Consistent Bundle Adjustment Layer that jointly optimizes keyframe pose and depth under multi-view constraints. Furthermore, we introduce a Reliability-Aware Refinement mechanism that dynamically adapts the flow update process by distinguishing between reliable and uncertain regions, forming a closed feedback loop between matching and optimization. Extensive experiments demonstrate that FoundationSLAM achieves superior trajectory accuracy and dense reconstruction quality across multiple challenging datasets, while running in real-time at 18 FPS, demonstrating strong generalization to various scenarios and practical applicability of our method.
