Guide-linked quiz · Medium Level
Logit Lens and Tuned Lens Quiz
Checks intermediate-layer readouts, residual-stream structure, the tuned lens translator and limitations of the raw logit lens.
Question 1 of 8
What does the logit lens do?
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- What does the logit lens do?
- Applies the model's final unembedding to intermediate hidden states to read predictions per layer
- Adds new layers to a transformer
- Removes attention from the model
- Translates between human languages
- What key improvement does the tuned lens add over the raw logit lens?
- It uses a larger vocabulary
- It trains a small per-layer affine map to translate hidden states into the final basis
- It removes the need for any unembedding
- It only works on image models
- What structure in transformers makes these lenses possible?
- The convolutional filters
- The tokenizer
- The additive residual stream that the unembedding later projects to logits
- The optimizer's learning rate
- Who introduced the original logit lens, and roughly when?
- DeepMind in 2015
- OpenAI in 2018
- Google in 2012
- nostalgebraist in 2020
- Where does the logit lens often show the final answer 'crystallizing'?
- In middle-to-late layers
- Only in the very first layer
- Never, the answer appears all at once
- Outside the model entirely
- Why might the raw logit lens be unreliable in early layers?
- Early layers have no neurons
- Their hidden states are not yet aligned with the final output basis the unembedding expects
- Early layers are never used in prediction
- The unembedding matrix is random
- What does the model’s final unembedding map a residual-stream vector into?
- A new set of transformer layers
- A similarity graph over training examples
- Vocabulary logits that can be converted into token probabilities
- A gradient clipping threshold
- Why can an early-layer raw logit-lens prediction be misleading?
- The layer has already generated the full answer
- The tokenizer has been removed
- The unembedding only works on images
- The intermediate state may not yet be aligned with the final output basis
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