Closed Aravinda27 closed 1 year ago
Hi, we have not tried this before but you could refer to CycleDiffusion paper that introduces an invertible DPM-Encoder to map an image into latent space using the formulas of reverse process (see 3.2 and A.4). This guarantees the perfect reconstruction.
Hi, thanks for the reply. I will look into the paper you referred... Can we interpolate the image after we sample from model like in DDIM??
I am not sure as the stochasticity of sampling process might alter the behavior of interpolation. Alternatively, we can allocate all random variables beforehand like (x_T, z_T, ..., z_0, epT, ..., ep0) (as listed in CycleDiffusion) and then use them when you perform interpolation.
Thanks a lot for the answer.. I am closing the issue...
How to
1) inverse a image to latent space and record the latent.
2) and then reconstruction latent vector to a same image.
anyone can help me, how can i do this.
Thanks.
Best wishes.