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Hello! I have a question and I hope to discuss it with you
DDGANs abandon the assumption that the denoising distribution is Gaussian and use a conditional GAN to simulate this denoising distribution.
So, the acceleration model of DDPM (which actually only modified the sampling algorithm), such as DDIM, also has a data distribution and a non Markov chain for denoising. Can the conditional GANs in DDGANs fit the denoising distribution of DDIM, and will this further improve the generation speed
The text was updated successfully, but these errors were encountered:
Hello! I have a question and I hope to discuss it with you
DDGANs abandon the assumption that the denoising distribution is Gaussian and use a conditional GAN to simulate this denoising distribution.
So, the acceleration model of DDPM (which actually only modified the sampling algorithm), such as DDIM, also has a data distribution and a non Markov chain for denoising. Can the conditional GANs in DDGANs fit the denoising distribution of DDIM, and will this further improve the generation speed
The text was updated successfully, but these errors were encountered: