TOPIC #191Advanced 15 min read

Classifier-Free Guidance (CFG)

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Key takeawayCore Concept Summary

CFG makes diffusion models obey prompts by a training trick and a sampling trick: randomly drop the condition so ONE network learns both "denoise with the prompt" and "denoise without it", then amplify the difference between the two predictions at every step. The guidance scale w is the fidelity-vs-diversity dial behind every guidance_scale and negative_prompt in production - and 2024-era distillation folds its 2x cost back into one pass.

01.The Problem: The Model Hears the Prompt, But Barely Listens

You trained a conditional diffusion model (topics 187-189): it takes a text embedding c and denoises. You type "a red fox in snow" and... you get a blurry white nothing with maybe a reddish smear. Technically on-distribution. Practically useless.

Why? Training maximizes the average fit. Most of the loss is paid by learning what images look like in general; the prompt only nudges the answer slightly. The model is a people-pleaser with a shrug.

So the question becomes

Insight

Can we take the tiny "the prompt pushed me this way" component of the prediction — and deliberately overshoot in that direction?

Classifier-Free Guidance (Ho & Salimans, 2022) does exactly that, and it is arguably the most-used sampling-time technique in all of diffusion. Every guidance_scale and negative_prompt box you have ever seen in Stable Diffusion is CFG.

The analogy to carry: two tour guides in a strange city.

  • Guide U wanders wherever — the average tourist route through the city.
  • Guide C heads toward the museum (the condition).
  • Neither guide is fast. But the difference between their two directions tells you exactly which way the museum is.
  • CFG is: walk in that difference-direction at a run, not a stroll.

Interpolating Conditional and Unconditional Predictions

PRO Architecture Blueprint

Interpolating Conditional and Unconditional Predictions

The same network is run twice per step - once with the condition and once with a null token. Their difference is amplified by the guidance scale w and added back to the unconditional prediction, pushing the sample further toward the condition than plain sampling would.

Interpolating Conditional and Unconditional Predictions
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