Table of Contents
Fetching ...

TokenSplat: Token-aligned 3D Gaussian Splatting for Feed-forward Pose-free Reconstruction

Yihui Li, Chengxin Lv, Zichen Tang, Hongyu Yang, Di Huang

TL;DR

TokenSplat introduces a Token-aligned Gaussian Prediction module that aligns semantically corresponding information across views directly in the feature space, enabling coherent reconstruction and stable pose estimation without iterative refinement.

Abstract

We present TokenSplat, a feed-forward framework for joint 3D Gaussian reconstruction and camera pose estimation from unposed multi-view images. At its core, TokenSplat introduces a Token-aligned Gaussian Prediction module that aligns semantically corresponding information across views directly in the feature space. Guided by coarse token positions and fusion confidence, it aggregates multi-scale contextual features to enable long-range cross-view reasoning and reduce redundancy from overlapping Gaussians. To further enhance pose robustness and disentangle viewpoint cues from scene semantics, TokenSplat employs learnable camera tokens and an Asymmetric Dual-Flow Decoder (ADF-Decoder) that enforces directionally constrained communication between camera and image tokens. This maintains clean factorization within a feed-forward architecture, enabling coherent reconstruction and stable pose estimation without iterative refinement. Extensive experiments demonstrate that TokenSplat achieves higher reconstruction fidelity and novel-view synthesis quality in pose-free settings, and significantly improves pose estimation accuracy compared to prior pose-free methods. Project page: https://kidleyh.github.io/tokensplat/.

TokenSplat: Token-aligned 3D Gaussian Splatting for Feed-forward Pose-free Reconstruction

TL;DR

TokenSplat introduces a Token-aligned Gaussian Prediction module that aligns semantically corresponding information across views directly in the feature space, enabling coherent reconstruction and stable pose estimation without iterative refinement.

Abstract

We present TokenSplat, a feed-forward framework for joint 3D Gaussian reconstruction and camera pose estimation from unposed multi-view images. At its core, TokenSplat introduces a Token-aligned Gaussian Prediction module that aligns semantically corresponding information across views directly in the feature space. Guided by coarse token positions and fusion confidence, it aggregates multi-scale contextual features to enable long-range cross-view reasoning and reduce redundancy from overlapping Gaussians. To further enhance pose robustness and disentangle viewpoint cues from scene semantics, TokenSplat employs learnable camera tokens and an Asymmetric Dual-Flow Decoder (ADF-Decoder) that enforces directionally constrained communication between camera and image tokens. This maintains clean factorization within a feed-forward architecture, enabling coherent reconstruction and stable pose estimation without iterative refinement. Extensive experiments demonstrate that TokenSplat achieves higher reconstruction fidelity and novel-view synthesis quality in pose-free settings, and significantly improves pose estimation accuracy compared to prior pose-free methods. Project page: https://kidleyh.github.io/tokensplat/.
Paper Structure (25 sections, 13 equations, 14 figures, 5 tables)

This paper contains 25 sections, 13 equations, 14 figures, 5 tables.

Figures (14)

  • Figure 1: Overview of TokenSplat. TokenSplat performs feed-forward 3D Gaussian reconstruction and camera pose estimation from unposed images. A shared ViT encoder extracts image tokens, which are processed by the Canonical Scene Decoder and the Asymmetric Dual-Flow Decoder (ADF-Decoder). The fused tokens are then used by the Token-aligned Gaussian Prediction module and the camera pose head to generate dense 3D Gaussians and accurate poses.
  • Figure 2: Qualitative comparison on RE10K and ScanNet under varying numbers of reference views.
  • Figure 3: Cross-dataset generalization from RE10K to ScanNet.
  • Figure 4: Scene-level visualizations and multiple novel viewpoints renderings.
  • Figure A1: Structure of our Gaussian Prediction Head.
  • ...and 9 more figures