Overview
- Field: Computer Vision
- Authors: Adeela Islam, Zorah Lähner, Vittorio Murino
- Published: 2026-09-03
- arXiv: 2609.04202
Summary
Despite significant recent progress in data-driven 3D shape correspondence estimation, robust matching under partial observations and strong non-isometric deformations remains challenging. Existing learning-based methods typically rely on hand-crafted descriptors or template-based representations, while recent function-mapping-based generative models suffer from high inference cost, poor interpretability, and limited generalization to partial shapes.
To address these limitations, this paper proposes TokenMatch, a unified transformer-based model for 3D shape correspondence. The feed-forward method is trained exclusively on BeCoS, a challenging non-isometric partial-to-partial shape matching dataset, yet generalizes directly to full-shape matching without retraining or fine-tuning.
TokenMatch uses self-attention and cross-attention mechanisms to efficiently learn patch-level and point-level relations as well as dense correspondences between shape pairs. The core insight is that meshes can be adaptively tokenized into patches via curvature guidance, effectively learning shape-specific geometric descriptors for correspondence estimation.
Results
On standard benchmarks for partial and full shape matching — CP2P, PSMAL, BeCoS, FAUST, SCAPE, and SHREC'19 — the method consistently excels in mean geodesic error and intersection-over-union metrics, surpassing existing methods in most cases while maintaining sub-second inference speed.
Original Abstract
> This paper introduces TokenMatch, a new transformer-based unified model for estimating 3D shape correspondences. Our feed-forward approach trained exclusively on BeCoS, a challenging non-isometric partial-to-partial shape-matching dataset, can generalise to matching full shapes without retraining or fine-tuning. TokenMatch uses self- and cross-attention mechanisms to efficiently learn patch-level and point-level relations as well as dense correspondences between shape pairs.
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