A Survey on Generative Diffusion Model
- URL: http://arxiv.org/abs/2209.02646v9
- Date: Mon, 3 Jul 2023 15:37:01 GMT
- Title: A Survey on Generative Diffusion Model
- Authors: Hanqun Cao, Cheng Tan, Zhangyang Gao, Yilun Xu, Guangyong Chen,
Pheng-Ann Heng, and Stan Z. Li
- Abstract summary: Diffusion models are an emerging class of deep generative models.
They have certain limitations, including a time-consuming iterative generation process and confinement to high-dimensional Euclidean space.
This survey presents a plethora of advanced techniques aimed at enhancing diffusion models.
- Score: 75.93774014861978
- License: http://arxiv.org/licenses/nonexclusive-distrib/1.0/
- Abstract: Deep generative models are a prominent approach for data generation, and have
been used to produce high quality samples in various domains. Diffusion models,
an emerging class of deep generative models, have attracted considerable
attention owing to their exceptional generative quality. Despite this, they
have certain limitations, including a time-consuming iterative generation
process and confinement to high-dimensional Euclidean space. This survey
presents a plethora of advanced techniques aimed at enhancing diffusion models,
including sampling acceleration and the design of new diffusion processes. In
addition, we delve into strategies for implementing diffusion models in
manifold and discrete spaces, maximum likelihood training for diffusion models,
and methods for creating bridges between two arbitrary distributions. The
innovations we discuss represent the efforts for improving the functionality
and efficiency of diffusion models in recent years. To examine the efficacy of
existing models, a benchmark of FID score, IS, and NLL is presented in a
specific NFE. Furthermore, diffusion models are found to be useful in various
domains such as computer vision, audio, sequence modeling, and AI for science.
The paper concludes with a summary of this field, along with existing
limitations and future directions. Summation of existing well-classified
methods is in our Github:
https://github.com/chq1155/A-Survey-on-Generative-Diffusion-Model
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