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question:could-the-discretization-and-minimal-circuit-size-be-finding-some-minimal-procedural-description-for-generating-patterns-of-interestCould the discretization and minimal circuit size be finding some minimal procedural description for generating patterns of interest?
Open question raised by the 5-gate checkerboard solution and its generalization properties
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extracted_fromNeighborhood — ranked by edge-count
Papers (1)
paper
Findings (2)
finding
- Remarkably minimal circuit discovered for checkerboard pattern generation
- Grid scaling generalization result demonstrating boundary-size invariance
Related by similarity (8)
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.
- Hypothesis raised by the 5-gate checkerboard solution and its grid-size invariance
- Second of three speculative claims asserting that subgraphs of neural networks are tractable and meaningful objects of study
- Hypothesis that discretization finds minimum-size circuits equivalent to minimal algorithmic descriptions of patterns
- Normative vision for how the circuits agenda could resolve the pre-paradigmatic state of interpretability
- Penrose's statement about quasicrystal assembly, used as evidence that non-local action is required in natural morphogenesis
- Cited as enabling precise behavioral control through SAE features, extending the same methodological line