$\mathrm{D}^\mathrm{3}$-Predictor: Noise-Free Deterministic Diffusion for Dense Prediction
Changliang Xia, Chengyou Jia, Minnan Luo, Zhuohang Dang, Xin Shen, Bowen Ping

TL;DR
The paper introduces $ ext{D}^3$-Predictor, a deterministic diffusion model that eliminates stochastic noise to improve dense prediction tasks, achieving state-of-the-art results with less data and faster inference.
Contribution
It reformulates pretrained diffusion models into noise-free, deterministic predictors for dense prediction, addressing the misalignment caused by stochastic noise in traditional diffusion models.
Findings
Achieves competitive or state-of-the-art performance on various dense prediction tasks.
Requires less than half the training data of previous methods.
Performs inference in a single step, enhancing efficiency.
Abstract
Although diffusion models with strong visual priors have emerged as powerful dense prediction backbones, they overlook a core limitation: the stochastic noise at the core of diffusion sampling is inherently misaligned with dense prediction that requires a deterministic mapping from image to geometry. In this paper, we show that this stochastic noise corrupts fine-grained spatial cues and pushes the model toward timestep-specific noise objectives, consequently destroying meaningful geometric structure mappings. To address this, we introduce -Predictor, a noise-free deterministic diffusion-based dense prediction model built by reformulating a pretrained diffusion model without stochasticity noise. Instead of relying on noisy inputs to leverage diffusion priors, -Predictor views the pretrained diffusion network as an ensemble of…
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Taxonomy
TopicsDomain Adaptation and Few-Shot Learning · Generative Adversarial Networks and Image Synthesis · Advanced Neuroimaging Techniques and Applications
