The beta schedule in diffusion models directly controls how noise is added during training, shaping how the model learns to reverse the diffusion process. The schedule defines the rate at which noise (controlled by beta values) increases across timesteps, influencing the balance between high-noise and low-noise training examples. A well-designed schedule ensures the model learns to handle both coarse and fine-grained denoising steps effectively. For instance, a linear schedule that increases noise uniformly might oversimplify intermediate steps, while a nonlinear schedule could allocate more training time to critical noise levels, improving model performance.
The choice of beta schedule impacts training stability and output quality. For example, a linear schedule (e.g., beta increasing from 1e-4 to 0.02 over 1,000 steps) spreads noise addition evenly, but this can lead to abrupt transitions between noise levels, making it harder for the model to learn smooth denoising. In contrast, a cosine schedule, where beta values follow a cosine curve, slows the rate of noise increase early and late in the process. This provides more training steps at moderate noise levels, where the model often struggles most. Experiments in frameworks like DDPM (Denoising Diffusion Probabilistic Models) show that cosine schedules can reduce artifacts in generated images because the model spends more time learning to refine details at mid-range noise levels.
Developers should consider their task requirements when selecting a beta schedule. For example, tasks requiring high-fidelity outputs, like image synthesis, may benefit from a cosine or custom schedule that prioritizes mid-training noise levels. Conversely, a linear schedule might suffice for simpler tasks with limited computational resources. Adjusting the schedule often requires trial and error: starting with established schedules (e.g., from DDPM or Improved Diffusion papers) and tweaking beta ranges or curvature based on validation loss trends. Since training diffusion models is resource-intensive, small changes to the schedule—like extending the ramp-up phase for low-noise steps—can significantly affect training time and final model quality without requiring architectural modifications.