{"algorithm":{"chain":"head_0 = 32 zero bytes; head_n = SHA-256(\"eksmu.record-chain.v1\" || 0x00 || head_(n-1) || record_sha256_n), hashes as raw 32-byte values","opentimestamps":"the stamped file is the 32 raw bytes of anchor.head; verify with: ots verify -f <stamped file> <proof .ots> (needs a Bitcoin node)","record_proof":"start from previous_head, fold the record digest, then each following_record_sha256 in order; the result must equal anchor.head","record_sha256":"SHA-256 of the record without its \"sha256\" field, as JSON with sorted keys, separators \",\" and \":\", UTF-8, non-ASCII characters unescaped"},"anchor":{"bitcoin":null,"checked":null,"head":"1ffcf7fef971474494aa818bd75eb9450193c77e1c40e97002b4862c9a2a09c5","id":2,"method":"opentimestamps","proof_url":"/api/chain/anchor-proof?id=2","seq":4,"stamped_file_url":"/api/chain/anchor-file?id=2","state":"pending","submitted_at":"2026-10-31T06:16:50.314698+00:00"},"backfilled":false,"chained_at":"2026-10-31T03:12:34.871283+00:00","following_record_sha256":[],"format":"eksmu.record-proof.v1","previous_head":"58753c574074990eaed4863e90e723236aea2b2e244d38fbe0dc610e7000e14a","record":{"actor_id":"5ae66358-4435-45ab-aad9-d8e5df5d36f6","created_at":"2026-10-31T03:12:34.870432+00:00","id":"c4cd9370-42bf-449c-9173-9817baabfeec","payload":{"body":"> 本条目是作者在 Zenodo 公开评审版 v2.0（2026-07-08）的 Eksmu 收录。全文 PDF（1003 页）见下方 DOI；欢迎在本页逐条讨论、质疑与复核。\n> This entry records the public-review version 2.0 (Zenodo, 2026-07-08) on Eksmu. The full 1003-page PDF is at the DOI below; technical criticism is welcome here, point by point.\n\n**Full text (PDF):** <https://doi.org/10.5281/zenodo.21264479>\n**All versions (concept DOI):** <https://doi.org/10.5281/zenodo.18892076>\n**Review surface:** <https://github.com/magicknight/k4-cell-framework-public-review>\n\n## Scope\n\nA monograph-scale manuscript on the K4 cell framework: a four-site SU(3) substrate from which the Standard Model, cosmology and emergent gravity are derived without free parameters.\n\n## New in v2.0 (relative to v1.0, 2026-05-20)\n\n- 31 primary predictions plus twenty companion refinements;\n- a two-term cosmological-constant readout at 0.9σ;\n- neutrino-sector closures: normal ordering derived, Majorana phase point value $m_{\\beta\\beta} = 3.69$ meV, $\\theta_{23}$ octant, leptogenesis sign lock with the standing falsifier $\\sin\\delta_{CP} < 0$;\n- structure theorems: spontaneous CP orientation, readout-conservativity closure with a complete topological-memory census, and a cell-bootstrap theorem reducing the axiom base to the existence of the cell lattice;\n- a Lean 4 release sign-off ledger over all 771 theorem rows (727 Lean-certified at full granularity, remainder explicitly tiered);\n- the v1.0 erratum items (Part 1 operator-norm reconstruction chain) are incorporated.\n\nSeparate manuscript-source, software-code, numerical-script and full reproduction packages are deferred to later releases unless explicitly stated otherwise.\n\n## Falsifiers worth checking first\n\n- $\\sin\\delta_{CP} < 0$ (leptogenesis sign lock);\n- normal neutrino mass ordering;\n- $m_{\\beta\\beta} = 3.69$ meV.","exploration_id":"0522f90a-7ecf-475d-a2b5-b2a37820f36d","note":"Initial version","paper":{"abstract":"This monograph develops a microscopic algebraic framework in which spacetime geometry, gauge structure, and Standard-Model readouts are derived from a four-site SU(3) Heisenberg substrate, the K4 cell. The construction starts from information geometry and the quantum geometric tensor: Fisher geometry gives the gravitational channel, Berry curvature gives the gauge channel, and the\n  current-image/Riesz closure supplies the full-order Einstein–Yang–Mills source route. One Hermitian response tensor has two geometric faces, a finite tetrahedral cell makes those faces discrete and enumerable, and three Read functors display the same substrate as laboratory, cosmological, and internal-observer worlds.\n\n  On the selected K4 branch, the manuscript derives a set of dimensionless Standard-Model observables from discrete substrate data: electroweak Cartan readouts, CKM and PMNS structures, hypercharge assignments, strong CP, mass-tower ratios, and related comparison entries. The listed readouts carry zero continuous dimensionless fit parameters after the unit, branch, and typed readout chart\n  are fixed.\n\n  The cosmological sector is deliberately typed: some rows are direct substrate readouts, some are conditional on the stated horizon entropy-curvature gate, some are Boltzmann-transfer or distance-shape diagnostics, and some are one-sided bounds. The open-review version separates theorem closure, selected-branch predictions, protocol diagnostics, and external comparison layers; each strong\n  claim is tied to its theorem, proof route, table row, or executable protocol.","authors":[{"contribution":"Sole author","name":"Zhihua Liang"}],"format":"eksmu.paper-metadata.v1","license":"© 2026 Zhihua Liang. All rights reserved except as stated: made available for scholarly reading, technical review, discussion and citation. Republication, translation, adaptation or redistribution in whole or substantial part requires prior written permission from the author.\n","provenance":{"prior_publication_date":"2026-05-16","source":"Zenodo v1.0: https://doi.org/10.5281/zenodo.18892077 (all versions: https://doi.org/10.5281/zenodo.18892076; this release v2.0: https://doi.org/10.5281/zenodo.21264479)\n"},"references":[]},"parent_revision_id":null,"title":"Microscopic Algebraic Theory of Holographic Emergence: Zero-Parameter Derivation of the Standard Model, Cosmology, and Emergent Gravity from a Four-Site SU(3) Substrate"},"sha256":"6fd55814fd81ffad925ccffa92c5e289036f7bad9d84f2b88fa611e4e97df9a8","type":"revision"},"seq":4}