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Human brains construct individualized global rankings from identical few-shot learning input.
Dongning Liu1,2,3,4, Muzhi Wang1,2,3,4,5, Huan Luo1,2,3,4
1School of Psychological and Cognitive Sciences, Peking University, Beijing, China.
Plos Biology
|April 13, 2026
Summary
Humans infer subjective rankings from limited data, not just objective facts. The brain imposes personal structures, influencing how we understand relationships and process information, even when data is sparse.
Area of Science:
- Cognitive Neuroscience
- Computational Neuroscience
- Psychology
Background:
- Ranking is crucial for organizing information and managing cognitive load.
- Real-world ranking often relies on limited, few-shot learning of local relationships.
- The brain's mechanism for relational inference from sparse data is not well understood.
Purpose of the Study:
- To investigate how the human brain performs relational inference under few-shot learning conditions.
- To explore the role of inductive biases in shaping subjective global rankings.
- To examine neural representations associated with subjective ranking construction.
Main Methods:
- A preregistered behavioral study involving few-shot learning of local pairwise relationships.
- Magnetoencephalography (MEG) recordings to capture neural activity.
- Comparison of individual subjective rankings against ground-truth order and classical computational models.
Main Results:
- Individuals construct stable, self-consistent, yet idiosyncratic global rankings, diverging from objective order.
- These subjective rankings are not readily explained by classical transitive inference models.
- MEG data shows frontoparietal neural representations align with individual subjective rankings, not objective ones.
Conclusions:
- Human relational inference under sparse data is shaped by active, idiosyncratic inductive biases.
- The brain constructs and imposes global relational structures, demonstrating a generative cognitive process.
- Cognitive and neural mechanisms prioritize subjective relational inference when data is limited.
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