arXiv:2512.23210cs.CV2025-12

让扩散模型自动选最佳步骤,提升少样本密集任务预测能力

Task-oriented Learnable Diffusion Timesteps for Universal Few-shot Learning of Dense Tasks

  • 根据损失和相似度动态选择扩散过程中的关键步骤
  • 在仅用少量样本情况下,密集预测性能显著优于传统方法
  • 适合需要快速适应新任务的少样本学习场景

去噪扩散概率模型在生成任务中取得显著进展,当前应用通常通过附加特定任务解码器,利用多步前向-后向马尔可夫过程学习的视觉表征完成单任务预测。然而,扩散步骤特征的选择仍依赖经验直觉,常导致性能次优且偏向特定任务。为缓解此限制,本文研究了通用扩散步骤特征的重要性,提出自适应选择最适合少样本密集预测任务的扩散步骤。为此设计两个模块:任务感知步骤选择(TTS),基于步骤级损失与相似度分数筛选理想步骤;步骤特征整合(TFC),融合选定步骤特征以提升少样本下的密集预测表现。结合参数高效微调适配器,本框架在仅使用少量支持样本时即实现优异性能。我们在大规模挑战性数据集Taskonomy上验证了该可学习步骤整合方法,在通用少样本学习场景中表现突出。

原文摘要 · Abstract (English)

Denoising diffusion probabilistic models have brought tremendous advances in generative tasks, achieving state-of-the-art performance thus far. Current diffusion model-based applications exploit the power of learned visual representations from multistep forward-backward Markovian processes for single-task prediction tasks by attaching a task-specific decoder. However, the heuristic selection of diffusion timestep features still heavily relies on empirical intuition, often leading to sub-optimal performance biased towards certain tasks. To alleviate this constraint, we investigate the significance of versatile diffusion timestep features by adaptively selecting timesteps best suited for the few-shot dense prediction task, evaluated on an arbitrary unseen task. To this end, we propose two modules: Task-aware Timestep Selection (TTS) to select ideal diffusion timesteps based on timestep-wise losses and similarity scores, and Timestep Feature Consolidation (TFC) to consolidate the selected timestep features to improve the dense predictive performance in a few-shot setting. Accompanied by our parameter-efficient fine-tuning adapter, our framework effectively achieves superiority in dense prediction performance given only a few support queries. We empirically validate our learnable timestep consolidation method on the large-scale challenging Taskonomy dataset for dense prediction, particularly for practical universal and few-shot learning scenarios.

扩散模型少样本学习密集预测自适应步骤

Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。