NeurIPS 2026 Papers

Conference on Neural Information Processing Systems

Decision breakdown

6,437papers

Counted from the official paper list; may differ slightly from the number the conference announced.

  • Oral
    991.5%
  • Spotlight
    2403.7%
  • Poster
    6,09894.7%

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A Graph Foundation Model for Unified Clustering

Renda Han, Xiaobao Wang, Longbiao Wang, Dayu Hu, Ronghao Fu, Di Jin

Expand abstract

Graph clustering is a fundamental task for understanding graph-structured data without labels, yet classical end-to-end methods require retraining on each dataset, limiting their generalization ability. Although Graph Foundation Models (GFMs) enable transferable learning across diverse graph tasks, they are not directly applicable to graph clustering. This limitation stems from two key factors: the inability to learn mutually beneficial knowledge on both the node and graph levels, and the lack of a completely unsupervised clustering-oriented design. To bridge this gap, we propose a **G**raph **F**oundation **M**odel for **U**nified **C**lustering (GFM-UC), which pre-trains on the source domain and only requires fine-tuning for fast clustering in the target domain. The entire learning process does not require any labels. Specifically, in the pre-training stage, we select learnable high-confidence unified subgraph prototypes from the source domain. And then we generalize them to train the clustering network collaboratively. In the fine-tuning stage, we align the target domain with the source domain in a distribution-aware manner to further refine the clustering head and obtain more well-separated cluster boundaries. Extensive experiments on five datasets demonstrate that our method significantly outperforms existing state-of-the-art approaches.

Spotlight
A Differentiable 3D Scene Graph Metric via Contextual Hellinger Triplet Geometry

U-Chae Jun, Yoonhyuk Choi, Jiwoo Kang

Expand abstract

3D scene graph prediction is commonly supervised with local object and predicate classification losses. Although effective for slot-wise label prediction, this formulation does not provide a graph-level semantic distance between a predicted scene graph and its ground truth: semantically mild label errors and structurally disruptive relational errors can be treated similarly, and subject-predicate-object facts are not compared as scene-level units. We propose Contextual Hellinger Triplet Geometry, a graph-level supervision objective that measures the semantic and structural discrepancy between 3D scene graphs. Our key idea is to reinterpret the conventional classifier outputs of a 3D scene graph predictor as an aligned probabilistic scene graph field, where object and predicate predictions jointly define contextual subject-predicate-object facts. This formulation yields a differentiable metric-based training objective with an efficient factorized implementation and can be applied to existing 3D scene graph prediction architectures without modifying their network design. Experiments on 3DSSG demonstrate that our supervision improves downstream graph-conditioned 3D scene generation, while ablation studies confirm the complementary roles of the proposed graph-level terms and user studies show better graph descriptiveness, relation plausibility, and structural preservation.

Poster