
Summaries like this, in your inbox every morning.
Sign up free →Grokking follows a two-phase pattern: norm expansion followed by entropy collapse, with normalized spectral entropy serving as a measurable order parameter for the transition
The entropy metric crosses a stable threshold of ~0.61 before generalization in 100% of test runs, providing an average 1,020-step lead time for prediction
Causal experiments confirm entropy (not norm magnitude) drives grokking: blocking entropy collapse delays generalization by 5,020 steps while norm-matched controls show no effect
A power-law model predicts grokking onset with 4.1% error across different group-theoretic tasks, including both abelian and non-abelian groups
No comments yet. Be the first to share your thoughts!
Log in to join the discussion




Get curated AI news from 200+ sources delivered daily to your inbox. Free to use.
Get Started FreeFree · takes 30 seconds · unsubscribe anytime
1 minute a day. The AI essentials.
200+ sources · Email / LINE / Slack