Established in scope
Later net/KMS theorem does not supply the separate determinant identification
In the question: Shared explanation of c3, P1 and P2 with recovered premise closures
Exact original scope distinction, not a global nonexistence claim. ALG EXH remains the concrete applicability hypothesis for the full microscopic net theorem.
Read the exact result, assumptions and evidence
Result
Positive conditional lens-sector balance and finite W response are retained. The later charged MMST paper still expressly requires determinant-line identification with additive transitive four-channel response for its P1 corollary; the master theorem closes net/KMS rigidity, not full Quillen variation.
Required assumptions
- P1/P2 remain declared starting axioms
This program checks which additional source, state, event, and observable structures follow from accepted TFPT principles; it does not revoke or replace P1/P2.
- 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.
- Model results remain conditional
Calculations in a fixed E8 net, quotient, family packet, or readout apply only under their stated inputs and do not select those inputs.
Original evidence
- 005-subsection-the-neutral-net-and-its-index.tex lines 149–174
Source checked at this snapshot
Original location and fingerprint
documents/articles--2026-08-30--mmst_charged_scaling_limit_en/sections/005-subsection-the-neutral-net-and-its-index.tex
e088b0132a5a17823222866a4cef0f2665317b1a2e65039cb307232c1bcc5171
- 001-section-verdict-and-logical-form.tex lines 45–99
Source checked at this snapshot
Original location and fingerprint
documents/articles--2026-08-30--mmst_charged_scaling_limit_en/sections/001-section-verdict-and-logical-form.tex
e75e10cc33137187e6c494e8486ffdec91e43d6b636d434ce0735d97e56a9c7f
- ccc_kms_bridge_closure_probe.py lines 11–56
Historical source state: not-published
Original location and fingerprint
experiments/tfpt-discovery/ccc_kms_bridge_closure_probe.py
0bbcb19fee653f95a8be3d557d16d6c452e174cc2658fb6aacf5c716f32cb178
finding:shared-origin-p1-response-identification-survives-net-kms-theorem