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method:sampling-based-approximation-of-projection-differenceSampling-Based Approximation of Projection Difference
Efficient estimation strategy for projection difference using a random subset of training data to reduce computational cost
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cosine ≥ 0.65 · no typed edgeEntities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.
- Metric for pre-finetuning data screening: difference between average projection of training responses and base model natural responses onto a persona direction
- Uses last prompt token projection to approximate base generation projection, avoiding expensive model rollouts
- Approximations and prunings compose badly; cleaner to maintain precise infinite semantics until final extraction
- Justifies the use of projection difference metric rather than simpler raw projection for data screening
- Author's interpretive explanation for why projection difference outperforms raw projection in data screening
- Key methodological claim: MM probes are both competitive in accuracy and superior in causal influence
- Free energy approximation using two-node marginals.
- One of the updates about prosaic ML simulation.