finding
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finding:difflogic-ca-with-128-bit-cell-state-and-12-steps-successfully-learns-20x20-lizard-pattern-generalizing-to-40x40-gridDiffLogic CA with 128-bit cell state and 12 steps successfully learns 20x20 lizard pattern, generalizing to 40x40 grid
Demonstration of DiffLogic CA on complex non-regular shapes with arbitrary memorization requirements
Source paper
extracted_fromNeighborhood — ranked by edge-count
Concepts (1)
concept
- Boundary-Size InvariancesupportsProperty where a rule learned on fixed-size grid generalizes to larger grids, observed in checkerboard and lizard experiments
Questions (1)
question
- Second and more profound research question motivating the pattern generation experiment
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.
- Demonstration of multi-channel RGB color pattern generation with binary states
- Core result of pattern generation experiment demonstrating recurrent circuit learning
- Authors' architectural analogy between DiffLogic CA and Toffoli-Margolus CAM-8
- Core thesis of the paper framed against the historical challenge of hand-crafting CA rules
- Quantitative comparison of synchronous vs asynchronous training for noise resilience
- Cost of asynchronous training in terms of convergence time steps
- Synchronously trained DiffLogic CA circuit succeeds at asynchronous inference without retrainingfinding0.778Unexpected result demonstrating robustness of learned circuits beyond their training regime
- Checkerboard circuit trained on 16x16 grid successfully generalizes to 64x64 grid with 4x more time stepsfinding0.765Grid scaling generalization result demonstrating boundary-size invariance