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Rethinking Multimodal Few-Shot 3D Point Cloud Segmentation: From Fused Refinement to Decoupled Arbitration

2026-01-04 09:53:49
Wentao Bian, Fenglei Xu

Abstract

In this paper, we revisit multimodal few-shot 3D point cloud semantic segmentation (FS-PCS), identifying a conflict in "Fuse-then-Refine" paradigms: the "Plasticity-Stability Dilemma." In addition, CLIP's inter-class confusion can result in semantic blindness. To address these issues, we present the Decoupled-experts Arbitration Few-Shot SegNet (DA-FSS), a model that effectively distinguishes between semantic and geometric paths and mutually regularizes their gradients to achieve better generalization. DA-FSS employs the same backbone and pre-trained text encoder as MM-FSS to generate text embeddings, which can increase free modalities' utilization rate and better leverage each modality's information space. To achieve this, we propose a Parallel Expert Refinement module to generate each modal correlation. We also propose a Stacked Arbitration Module (SAM) to perform convolutional fusion and arbitrate correlations for each modality pathway. The Parallel Experts decouple two paths: a Geometric Expert maintains plasticity, and a Semantic Expert ensures stability. They are coordinated via a Decoupled Alignment Module (DAM) that transfers knowledge without propagating confusion. Experiments on popular datasets (S3DIS, ScanNet) demonstrate the superiority of DA-FSS over MM-FSS. Meanwhile, geometric boundaries, completeness, and texture differentiation are all superior to the baseline. The code is available at: this https URL.

Abstract (translated)

在这篇论文中,我们重新审视了多模态少量样本的3D点云语义分割(FS-PCS),发现“融合再细化”范式存在一种矛盾:“可塑性与稳定性困境”。此外,CLIP 的类别间混淆可能导致语义盲区。为了解决这些问题,我们提出了解耦专家仲裁少量样本分割网络(DA-FSS),该模型能够有效区分语义和几何路径,并相互正则化其梯度以实现更好的泛化能力。DA-FSS 使用与MM-FSS相同的骨干网和预训练的文本编码器来生成文本嵌入,这可以增加自由模态的利用率并更好地利用每个模态的信息空间。 为此,我们提出了一个平行专家细化模块来生成每种模式的相关性,并提出堆叠仲裁模块(SAM)执行卷积融合并对每条路径的相关性进行仲裁。平行专家将两条路径解耦:几何专家保持可塑性,而语义专家确保稳定性。它们通过去耦对齐模块(DAM)协调工作,该模块在不传播混淆的情况下转移知识。 在流行数据集(S3DIS、ScanNet)上的实验表明,DA-FSS 在多模态少量样本分割方面优于MM-FSS。同时,在几何边界、完整性和纹理区分度上都比基线表现更优。代码可以在以下链接获得:this https URL.

URL

https://arxiv.org/abs/2601.01456

PDF

https://arxiv.org/pdf/2601.01456.pdf


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