Excluded in the stated class
Natural single-face compression of Calderon projector is not Perron projector
finding:calderon-single-face-compression-is-not-perron-projector
For Pi=[[I-C,X],[X,C]],Pi is rank3 orthogonal projector on six-space. Natural single-face compression C has eigenvalues{1/2,4/13,1/10},hence rank3,not a projector and not rank1 Perron projector. I-C also has full rank. Seven rational checks establish counterexample to The reviewed proposed identification in natural finite comparison. Two actual The reviewed Opus4.8 consultations retained with corrections;The reviewed retracted five false time/state/grading claims of first round.
Scope: Exclusion of precisely specified single-face inclusion;not every source-derived invariant shell inclusion. Same formula2P-I or minus sign identifies neither spaces nor actions. The reviewed responses remain external proposals;no automatic proof acceptance or source-time change.
Required premises and original source excerpts
- Natural single-face inclusion in the given family Calderon graph
Given positive invertible M of v486/v487 family recursion;C=M²(I+M²)^-1,X=M(I+M²)^-1 and Pi=[[I-C,X],[X,C]] on doubled six-space. Tested inclusions are the two coordinate faces. No geometric P1 shell space or its embedding is thereby derived.
premise:natural-single-face-inclusion-in-given-family-calderon-graph - Specified Petersen shells and full finite family recursion
v808: ten two-element subsets of five marked slots, disjointness adjacency and radial P=[[0,1,0],[1/3,0,2/3],[0,1/3,2/3]] on H_pi with pi=(1,3,6)/10 and Y=diag(6,-4,1). v486/v487: M=[[1,0,0],[0,1/2,1/6],[0,1/6,1/2]], deck swap Delta of final two slots. v395: given affine E8 adjacency A,T_net=(A+2I)/4 and given 1:6 scheduler. These finite operators are compared without assuming identification with P1 fields,electromagnetic charge or physical time.
premise:specified-petersen-shell-and-full-family-finite-recursions - Do not identify source types
Observable algebra, OS reflection, state, collar operator, time evolution, carrier connection, family holonomy, and readout are distinct data until an original map relates them.
premise:typed-source-structures
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/dynamic_reconstruction_20261027/CLAUDE-CLAIM-REVIEW.txt, lines 1–74
Source SHA256: 6156bf479822ff72707aa6e9efb58e25ab57e83e649922a416272caebeb5b84a
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/dynamic_reconstruction_20261027/CLAUDE-FOLLOWUP-CLAIM-REVIEW.txt, lines 1–70
Source SHA256: 44523140300ff1996cb71626cb5639158fc352cc63ce3c79bc1ce324d0a513fb
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/dynamic_reconstruction_20261027/check_calderon_perron_test.py, lines 1–17
Source SHA256: c5761e4aff9cdea6a3d48775697bd0c3d718fe51246c22c5f856ba4d155a7bac
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/dynamic_reconstruction_20261027/calderon-perron-results.json, lines 1–17
Source SHA256: 27c0dec3c9b39682d15d172c7a380232a72159fea218ed5cc7ca4bf53602e1c2
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- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/dynamic_reconstruction_20261027/claude-response-metadata.json, lines 1–10
Source SHA256: da6b6b4be18f2ccd6f2fd276d60cd9deb94bdec5f4311c52d16cd13ecae177ef
bounded-sanitized-excerpt · current-at-snapshot · 1 administrative lines explicitly omitted
- experiments/theory-contracts/elliptic-moebius-source-bridge-20261026/dynamic_reconstruction_20261027/claude-followup-metadata.json, lines 1–10
Source SHA256: 323eab4b858620c8206c0fdd4ebfa614d1b34263e2a95a92660c33f14af51bd7
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Non-scientific attribution omitted from public display.