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The Universal Law of Generalization Holds for Naturalistic Stimuli

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abstract

Shepard's universal law of generalization is a remarkable hypothesis about how intelligent organisms should perceive similarity. In its broadest form, the universal law states that the level of perceived similarity between a pair of stimuli should decay as a concave function of their distance when embedded in an appropriate psychological space. While extensively studied, evidence in support of the universal law has relied on low-dimensional stimuli and small stimulus sets that are very different from their real-world counterparts. This is largely because pairwise comparisons -- as required for similarity judgments -- scale quadratically in the number of stimuli. We provide direct evidence for the universal law in a naturalistic high-dimensional regime by analyzing an existing dataset of 214,200 human similarity judgments and a newly collected dataset of 390,819 human generalization judgments (N=2406 US participants) across three sets of natural images.

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q-bio.NC 1

years

2025 1

verdicts

CONDITIONAL 1

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  • Shifting Attention to You: Personalized Brain-Inspired AI Models q-bio.NC · 2025-02-07 · conditional · none · ref 15 · internal anchor

    Fine-tuning CLIP with human behavioral embeddings and dynamic MEG responses yields models that better predict human similarity judgments and track individual neural dynamics over time.