method
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method:hillier-hanson-beady-ring-analysisHillier & Hanson Beady-ring Analysis
Method to identify and correlate closed loops of small convex spaces with human communication quality in communities.
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cosine ≥ 0.65 · no typed edgeEntities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.
- Empirical finding from The Social Logic of Space showing that beady-ring structures are a key variable for community cohesion.
- A global configuration of small convex positive spaces connected along a looped path, found to support social communication.
- Computational/algorithmic/implementational levels of analysis; cited as example that high-level analysis (motivations, goals) is often more effective than bottom-up prediction for complex agents
- Framework for analyzing cognitive systems at computational, algorithmic, and implementation levels; invoked to situate the paper's contributions
- Source paper for Bayesian model reduction methodology used in structure learning
- Interpretation of Hillier and Hanson's finding, asserting that social function is spatial center-configuration.
- Computing each feature's linear effect on output token logits via path expansion through MLP output weights and unembedding matrix