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    A proposed explanation for double descent: memorization giving way to reusable patterns

    A post argues that as datasets grow, models shift from memorizing individual examples to learning recurring features, with the messy transition producing a bump in test loss.

    AG
    1 Source, 15d ago, first seen 15d ago

    TLDR

    Drawing on mechanistic interpretability blogs, a post describes how models with little training data can treat individual examples as features. As datasets grow, it says models shift toward reusable features shared across examples, undoing earlier memorization. The post links this transition to double descent’s bump in test loss. It says generalization seems to emerge once each underlying feature appears repeatedly in different combinations—roughly 10 occurrences per feature in the simplest experiments. Repeated datapoints, it adds, compete with reusable features for model capacity.

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    1 Source, first seen 15d ago

    Combined views

    8.2K

    1 Source, first seen 15d ago

    230 likes
    230 likes
    10 comments
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    20 reposts

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    10 comments
    171 saves
    20 reposts

    Sentiment

    Positive——Negative

    Summary

    Not enough discussion yet.

    No sentiment analysis available yet.

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    1 Source

    @gordic_aleksaone of cooler findings (again burried in ant's mechinterp blogs) is that the double descent can be understood as a phase transition between memorizing individual examples and learning reusable structure from the data in small-data regimes, models can memorize individual training examples by treating datapoints themselves as "features" and assigning them distinct directions in hidden space (the red polytopes in the bottommost row of the attached plot; the blue polytopes are weight features) as dataset size grows, models transition from datapoint features -> generalizing features that recur across many examples (notice how the structure in the bottommost row gets destroyed, the model effectively undoes the initial memorization) the messy transition between these strategies produces a double-descent bump in test loss generalization seems to emerge once each underlying feature has appeared multiple times in different combinations (in the simplest experiments, roughly ~10 occurrences per feature) repeated datapoints compete with reusable features for model capacity

    1 Source

    @gordic_aleksaone of cooler findings (again burried in ant's mechinterp blogs) is that the double descent can be understood as a phase transition between memorizing individual examples and learning reusable structure from the data in small-data regimes, models can memorize individual training examples by treating datapoints themselves as "features" and assigning them distinct directions in hidden space (the red polytopes in the bottommost row of the attached plot; the blue polytopes are weight features) as dataset size grows, models transition from datapoint features -> generalizing features that recur across many examples (notice how the structure in the bottommost row gets destroyed, the model effectively undoes the initial memorization) the messy transition between these strategies produces a double-descent bump in test loss generalization seems to emerge once each underlying feature has appeared multiple times in different combinations (in the simplest experiments, roughly ~10 occurrences per feature) repeated datapoints compete with reusable features for model capacity