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Construct and price cyclic H6 partial-frame networks - #4260
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Summary
Construct and price cyclic H6 logical networks with arbitrary ordinary input dirt. For r = 2,...,7 and N = 2r, mutable readers save
18N(r-2)scalar component primitives in each orientation, while their recursive rank-profile pressure worsens for r > 2. The package also gives a disjoint 4,800-module tiling and constructs one compatible eight-centre Pauli refinement; its fully charged shared visits outweigh the private-rank saving.The proofs and reproduction guide include complete deterministic receipts and separate AI mathematical reviews.
Scope and limits
Exact finite operators, binary-frame geometry and written identities under the declared logical frame/private-stream interfaces. Helpers restore logical values at declared final frames; raw physical return and a native phase compiler remain open. Full-H6 support/K evidence is explicitly inherited, and the residual completion is specified and counted rather than fully executed. No favorable full supplier, rounded/owner/tape admission, selected-frontier change or new kappa is claimed. The rank/Smith results already published in #3649 and #3655 are excluded.
Test plan
43221d752884ad3c4778f45295068a42c32f105e.The independent audit covers 44,440 ordinary operator coefficients, 22,220 duality entries and 90 semantic defects with named-check deletions. Package controls exercise 67 intended rejections and 16 check deletions per optimization mode. Complete regenerated typed JSON is compared; recompression bytes are not used as a mathematical equality test.
Sources and credit
Scientific sources:
20ecf2891d80b5acf18d980b2164fb44ea7faa90; task/guidance:12fa8c5c844be21bfefb38a19503fbd867a11244(priority 7). Exact Git blobs and unpublished predecessors are retained inSOURCES.jsonand component source inventories. Credit Dominik Scholz / #606, DreamingOfClouds, and the #1830 compensation/encoder audit and its retained lineage. Original notices are preserved.Ross Richardson, with substantial OpenAI Codex assistance, including separate AI mathematical review contexts. This is not independent human or formal-kernel acceptance. Apache-2.0.