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سوال 1 کی 8
How does classic DDPM sampling produce a generated image from an initial noise sample?
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- How does classic DDPM sampling produce a generated image from an initial noise sample?
- By copying a required identical training image
- By assigning the output filename as its pixel values
- By performing no model computation
- By following successive learned reverse-process steps
- In the common noise-prediction DDPM parameterization, what training target does the network estimate?
- The market price of the image
- The Gaussian noise added to the training example
- The image's copyright owner
- A required final file extension
- In the text-conditioned latent diffusion formulation, how can prompt embeddings influence denoising?
- Through cross-attention conditioning
- Only by changing the file extension
- By removing every learned layer
- By guaranteeing an exact training-image copy
- Why does latent diffusion perform denoising in a compressed representation?
- To guarantee identical reconstruction to every pixel-space model
- To eliminate all neural computation
- To reduce the dimensionality of the heavy denoising computation
- To make every output necessarily monochrome
- Which component is not required by the classic DDPM denoising training objective?
- Training examples
- An adversarial discriminator trained to distinguish real from generated samples
- A defined corruption process
- A learned reverse-process model
- What does progressive distillation of a diffusion sampler aim to reduce?
- The need to evaluate generation quality
- Every condition supplied to the model
- The number of pixels in every possible output by definition
- The number of sampling steps or model evaluations
- After denoising in a latent diffusion image model, which component reconstructs image pixels from the latent representation?
- A filename formatter
- The original training-data shuffle
- آٹوکوڈر ڈیکوڈر
- An adversarial label threshold in every model
- What does a DDPM forward noise schedule specify across successive steps?
- How much noise variance is introduced
- A guarantee that every sample is factually true
- The copyright license for the training data
- The alphabetical ordering of prompt words