Guide-linked quiz · Medium Level
DDPM and DDIM Samplers Quiz
Compare DDPM and DDIM reverse sampling, including shared training, stochasticity controls, timestep skipping, and clean-image estimates.
Question 1 of 8
What is the main practical advantage of DDIM over DDPM?
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Answers and explanations appear as you take the quiz.
- What is the main practical advantage of DDIM over DDPM?
- It can produce comparable images in far fewer sampling steps
- It requires a completely different trained network
- It adds more random noise at each step for better quality
- It only works on black-and-white images
- What does a diffusion model's neural network actually learn to predict during training?
- The final caption for the image
- The noise that was added to an image at a given timestep
- The compression ratio of the image
- The camera settings used to take the photo
- Why can DDIM produce the exact same image from the same starting noise every time?
- Because it caches previously generated images
- Because it always uses a fixed prompt
- Because its sampling process is deterministic with no injected randomness
- Because it averages many random runs together
- In DDIM, what value of the parameter eta recovers the original stochastic DDPM behavior?
- eta = 0
- eta = -1
- eta = 100
- eta = 1
- Roughly how many steps did the original DDPM typically need for high-quality samples?
- Hundreds to about a thousand steps
- Exactly 3 steps
- A single step
- Over one million steps
- Which of these is a key intermediate quantity DDIM estimates before stepping forward?
- The file size of the output
- The predicted clean image x0
- The user's prompt embedding length
- The GPU temperature
- What does DDIM change compared with DDPM when using a model trained with the DDPM procedure?
- It replaces the network with a text classifier
- It changes the training data from images to audio
- It changes the sampling trajectory while reusing the trained denoising network
- It removes the need to estimate noise
- Why can DDIM skip selected diffusion timesteps during sampling?
- The training process never added noise
- Each skipped timestep is replaced by a larger image
- It copies an earlier generated image from a cache
- Its non-Markovian sampling path can connect noise levels without visiting every training step
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