π€ AI Summary
Existing approaches to autonomous driving topology reasoning typically decouple centerline detection from topological inference and neglect point-to-instance (P2I) relationships, leading to inaccurate topological modeling. This work proposes TopoHR, an end-to-end hierarchical framework that unifies the modeling of P2I and inter-instance relationships through a hierarchical query mechanism involving point queries, instance queries, and semantic representations. By enabling iterative interactions between detection and reasoning modules, TopoHR achieves closed-loop co-optimization. Evaluated on the OpenLane-V2 benchmark, TopoHR demonstrates substantial improvements: on subset_A, it achieves a 3.8-point gain in DETβ and a 5.4-point gain in TOPββ; on subset_B, it improves DETβ by 11.0 points and TOPββ by 7.9 points.
π Abstract
Topology reasoning is crucial for autonomous driving. Current methods primarily focus on instance-level learning for centerline detection, followed by a sequential module for topology reasoning that relies on simplified MLP layers. Moreover, they often neglect the importance of \textit{point-to-instance} (P2I) relationships in topology reasoning. To address these limitations, we present TopoHR (Topological Hierarchical Representation), a novel end-to-end framework that establishes cyclic interaction between centerline detection and topology reasoning, allowing them to iteratively enhance each other. Specifically, we introduce a hierarchical centerline representation including point queries, instance queries, and semantic representations. These multi-level features are seamlessly integrated and fused within a hierarchical centerline decoder. Furthermore, we design a hierarchical topology reasoning module that captures both fine-grained P2I relationships and global instance-to-instance (I2I) connections within a unified architecture. With these novel components, TopoHR ensures accurate and robust topology reasoning. On the OpenLane-V2 benchmark, TopoHR refreshes state-of-the-art performance with significant improvements. Notably, compared with previous best results, TopoHR achieves +3.8 in $\mathrm{DET}_{\text{l}}$, +5.4 in $\mathrm{TOP}_{\text{ll}}$ on $\text{subset_A}$ and +11.0 in $\mathrm{DET}_{\text{l}}$, +7.9 in $\mathrm{TOP}_{\text{ll}}$ on $\text{subset_B}$, validating the effectiveness of the proposed components. The code will be shared publicly at https://github.com/Yifeng-Bai/TopoHR.git.