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Multi4D: High-Fidelity Dynamic Gaussian Splatting via Multi-Level Competitive Allocation

ECCV 2026

Rui Wang · Quentin Lohmeyer · Siyu Tang · Mirko Meboldt

ETH Zürich

Project Page Video arXiv

Multi4D enables (1) high-quality, efficient dynamic scene reconstruction via competitive multi-level specialization, and (2) compact, high-accuracy 4D segmentation with fast inference.


🚧 Code Coming Soon

The official implementation of Multi4D(coming soon)


Abstract

Dynamic 3D Gaussian splatting faces a fundamental tension between motion consistency and visual fidelity. Deformation-based approaches preserve temporal correspondence but suffer from motion over-factorization, oversmoothing high-frequency dynamics. In contrast, 4D-primitive methods capture fine visual details yet incur temporal over-parameterization, breaking object identity and leading to severe storage overhead. To resolve this, we introduce Multi4D, a framework for high-fidelity dynamic Gaussian Splatting based on multi-level competitive allocation. Instead of a monolithic representation, we distribute modeling capacity across three structured levels: static structure, persistent dynamic geometry, and transient appearance primitives. Through shared rasterization and residual-driven optimization, these levels dynamically compete to explain photometric error, enabling adaptive specialization without pre-assigned decomposition. This allocation preserves long-term motion consistency while capturing fine dynamic detail, achieving state-of-the-art rendering quality and real-time performance with significantly fewer dynamic primitives. Furthermore, because our representation explicitly tracks compact persistent Gaussians over time, semantic features can be embedded afterward, enabling Multi4D to achieve state-of-the-art 4D segmentation accuracy with an order-of-magnitude speedup.

Pipeline

Multi4D decomposes a dynamic scene into three functionally specialized Gaussian subsets that compete under a shared photometric objective: Static Gaussians anchor the time-invariant structure; Persistent Dynamic Gaussians model long-term, trackable motion through a geometry-only deformation field; and Transient Gaussians (4D primitives) absorb high-frequency appearance residuals. All subsets are rendered in a single differentiable pass — shared transmittance couples their gradients and induces competition, so once one subset explains a region, residual-driven densification in the others is suppressed. A bottom-up training strategy with velocity-aware periodical lifting and mask-aware utility-based pruning yields compact, specialized representations, and the persistent subset can be frozen for fast, accurate 4D semantic embedding.

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Citation

If you find Multi4D useful, please consider citing:

@misc{wang2026multi4d,
  title={Multi4D: High-Fidelity Dynamic Gaussian Splatting via Multi-Level Competitive Allocation},
  author={Rui Wang and Quentin Lohmeyer and Siyu Tang and Mirko Meboldt},
  year={2026},
  eprint={2606.22197},
  archivePrefix={arXiv},
  primaryClass={cs.CV},
  url={https://arxiv.org/abs/2606.22197}
}

License

This project is released under the GNU GPL-3.0 license.

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[ECCV 2026] Multi4D: High-Fidelity Dynamic Gaussian Splatting via Multi-Level Competitive Allocation

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