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  3. The Geometric Inductive Bias of Grokking: Bypassing Phase Tr
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The Geometric Inductive Bias of Grokking: Bypassing Phase Transitions via Architectural Topology

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Evidence Receipt

Freshness: 2026-04-02T02:30:40.136932+00:00

Claims: 0

References: 13

Proof: pending

Distribution: unknown

Source paper: The Geometric Inductive Bias of Grokking: Bypassing Phase Transitions via Architectural Topology

PDF: https://arxiv.org/pdf/2603.05228v1

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Distribution channel: unknown

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Dimensions overall score 5.0

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Intrinsic Task Symmetry Drives Generalization in Algorithmic Tasks
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Latent Algorithmic Structure Precedes Grokking: A Mechanistic Study of ReLU MLPs on Modular Arithmetic
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Grokking as a Falsifiable Finite-Size Transition
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Algorithmic Capture, Computational Complexity, and Inductive Bias of Infinite Transformers
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Prior Work
Early-Warning Signals of Grokking via Loss-Landscape Geometry
Score 5.0stable

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