何恺明改进了谢赛宁的REPA：极大简化但性能依旧强悍

Core Viewpoint - The article discusses the significance of representation learning in generative models, particularly through the introduction of a new method called Dispersive Loss, which integrates self-supervised learning into diffusion-based generative models without requiring additional pre-training or external data sources [6][9][43]. Group 1: Diffusion Models and Representation Learning - Diffusion models excel in modeling complex data distributions but are largely disconnected from the representation learning field [2]. - The training objectives of diffusion models typically focus on reconstruction tasks, such as denoising, lacking explicit regularization for learned representations [3]. - Representation learning, particularly self-supervised learning, is crucial for learning general representations applicable to various downstream tasks [4]. Group 2: Introduction of Dispersive Loss - Dispersive Loss is a flexible and general plug-in regularizer that integrates self-supervised learning into diffusion-based generative models [9]. - The core idea of Dispersive Loss is to introduce a regularization target for the model's internal representations, encouraging them to spread out in the latent space [10][13]. - This method does not require additional layers or parameters, making it a simple and independent approach [15][16]. Group 3: Comparison with Existing Methods - Dispersive Loss operates without the need for pre-training, external data, or additional model parameters, unlike the REPA method, which relies on pre-trained models [7][41][43]. - The new method demonstrates that representation learning can benefit generative modeling without external information sources [13][43]. - In practical applications, introducing Dispersive Loss requires minimal adjustments, such as specifying the intermediate layers for regularization [29]. Group 4: Performance Evaluation - Experimental results show that Dispersive Loss consistently outperforms corresponding contrastive losses while avoiding the complexities of dual-view sampling [33]. - The method has been tested across various models, including DiT and SiT, showing improvements in all scenarios, particularly in larger models where effective regularization is crucial [36][37]. - The article highlights that Dispersive Loss can be generalized for one-step diffusion-based generative models, indicating its versatility [44].