Comments (3)
Actually, such timestep embedding method comes from Transformer (Attention is All You Need) and has been widely utilized in diffusion models and Transformer-like network structures. If the scaler timestep is used as input of the network, compared with other high-dimensional inputs, the final output will be difficult to heavily depend on it, which is not what we want. Therefore, encoding the scaler timestep to a vector that has a similar dimension as other inputs can solve this problem.
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Thanks for your reply! I may check out later about the relation between fourier features and generalization, see if there are any literature furthur explain it. I would share my findings as soon as I finished the research.
Best regards!
from fisor.
Hi!
Thanks for your interests on our work. This is a good question and we did not investigate this in-depth. Actually, this is a common choice in many popular diffusion policies like IDQL, Decision Diffuser, et al and also many diffusion models for image generation. So, we directly followed this impementation.
From a quick search, I found the fourier feature can improve generalization ability for unseen times, and help the neural network to extract high-frequency features from the scalar time variable, and enjoys other good properties. We would also very happy to hear from your further findings on the advantages of fourier features.
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