Diffusion Probabilistic Model
Diffusion probabilistic models are generative models that create new data by reversing a noise-adding diffusion process, aiming to learn the underlying data distribution. Current research focuses on improving sampling efficiency through novel algorithms and architectures like ODE solvers and training-free methods, as well as adapting these models to diverse tasks such as image classification, video segmentation, and scientific computing problems. Their ability to generate high-quality samples and quantify uncertainty makes them significant tools across various fields, impacting areas from medical image analysis and aerodynamic design to time series forecasting and material science.
Papers
Denoising Diffusion Planner: Learning Complex Paths from Low-Quality Demonstrations
Michiel Nikken, Nicolò Botteghi, Weasley Roozing, Federico Califano
Generative Simulations of The Solar Corona Evolution With Denoising Diffusion : Proof of Concept
Grégoire Francisco, Francesco Pio Ramunno, Manolis K. Georgoulis, João Fernandes, Teresa Barata, Dario Del Moro
Efficient One-Step Diffusion Refinement for Snapshot Compressive Imaging
Yunzhen Wang, Haijin Zeng, Shaoguang Huang, Hongyu Chen, Hongyan Zhang
Diff-VPS: Video Polyp Segmentation via a Multi-task Diffusion Network with Adversarial Temporal Reasoning
Yingling Lu, Yijun Yang, Zhaohu Xing, Qiong Wang, Lei Zhu