MTGS: Multi-Traversal Gaussian Splatting

Tianyu Li, Yihang Qiu, Zhenhua Wu, Carl Lindström, Peng Su +2 more
3/16/2025
cs.CVcs.GR

No official code found. Best implementation: OpenDriveLab/MTGS (162 stars, Apache-2.0, last commit 2026-01-29).

Abstract

Multi-traversal data, commonly collected through daily commutes or by self-driving fleets, provides multiple viewpoints for scene reconstruction within a road block. This data offers significant potential for high-quality novel view synthesis, which is crucial for applications such as autonomous vehicle simulators. However, inherent challenges in multi-traversal data often result in suboptimal reconstruction quality, including variations in appearance and the presence of dynamic objects. To address these issues, we propose Multi-Traversal Gaussian Splatting (MTGS), a novel approach that reconstructs high-quality driving scenes from arbitrarily collected multi-traversal data by modeling a shared static geometry while separately handling dynamic elements and appearance variations. Our method employs a multi-traversal dynamic scene graph with a shared static node and traversal-specific dynamic nodes, complemented by color correction nodes with learnable spherical harmonics coefficient residuals. This approach enables high-fidelity novel view synthesis and provides flexibility to navigate any viewpoint. We conduct extensive experiments on a large-scale driving dataset, nuPlan, with multi-traversal data. Our results demonstrate that MTGS improves LPIPS by 23.5% and geometry accuracy by 46.3% compared to single-traversal baselines. The code and data would be available to the public.

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Code Implementations(1)

OpenDriveLab/MTGSCommunity100%
Apache-2.0

MTGS: Multi-Traversal Gaussian Splatting

16210Shell, PythonMar 27, 20258 months agoApache-2.0

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Cite this paper

@article{li2025mtgs,
  title  = {MTGS: Multi-Traversal Gaussian Splatting},
  author = {Tianyu Li and Yihang Qiu and Zhenhua Wu and Carl Lindström and Peng Su and Matthias Nießner and Hongyang Li},
  year   = {2025},
  eprint = {2503.12552},
  archivePrefix = {arXiv},
  url    = {http://arxiv.org/abs/2503.12552v3}
}

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