LCL-832 is a bounded quantum-computational framework for self-referential systems, formulated in the Linear Bounded Automaton class and specified on a 28322832-dimensional semantic Hilbert space. The framework defines an affine thermalization channel with an explicit Kraus decomposition, a unique fixed point, and exact geometric contraction in trace norm. Its public technical results include asymptotic convergence, a sharp finite-precision threshold Tmin=18Tmin=18 for IEEE double precision, preservation of a 12. 17% structural sovereignty gap, genus-5 topological constraints with Euler characteristic χ=−8χ=−8, a two-level architecture with 10 logical qubits, 822 physical stabilizers, and 36 semantic governance operators, and a metastable effective theory validated on a tested 3-qubit AQS family. In that tested family, the fast mode scales as λfast=− (κ+2γ) λfast=− (κ+2γ), the slow leakage mode follows λslow≈−C∞γ2/κλslow≈−C∞γ2/κ with C∞≈5. 531C∞≈5. 531, and the framework operating point α=0. 8783α=0. 8783 maps to κ/γ≈14. 4κ/γ≈14. 4. The final public record distinguishes between derived results, numerically verified tested-family results, axiomatic/design elements, and open hypotheses. The single stated open problem is a first-principles derivation of the operating point α=0. 8783α=0. 8783. This record contains the integrated master edition of the LCL-832 framework. The master consolidates and harmonizes six published records already available in the same Zenodo community: D1 Formal specification and core proofs: 10. 5281/zenodo. 19022073 D2 Metastable effective theory: 10. 5281/zenodo. 18829370 D3 Early framework specification: 10. 5281/zenodo. 18792128 D4 Companion manuscript and reproducibility checklist: 10. 5281/zenodo. 18761567 D5 QMAR integration, LCPI notation, Z12³ architecture, and SATI codex layer: 10. 5281/zenodo. 18743234 D6 SCIENTIFIC DATA REPORT: LCL-832 RESEARCH PROGRAMME: 10. 5281/zenodo. 19123282 This master edition should be cited as the integrated report. The constituent records above remain the source publications for their respective layers and are linked here to avoid duplicate archival of the same objects. Previously published constituent manuscripts are linked by DOI and are not re-uploaded here as duplicate files. Keywords: bounded quantum automata; CPTP maps; self-referential systems; topological error correction; Lyapunov stability; Berry phase; metastable effective theory; QLBA; surface code; genus-5; gap analysis License: CC BY 4. 0 Related identifiers: 10. 5281/zenodo. 19022073 (D1 – Formal specification and core proofs) 10. 5281/zenodo. 18829370 (D2 – Metastable effective theory) 10. 5281/zenodo. 18792128 (D3 – Early framework specification) 10. 5281/zenodo. 18761567 (D4 – Companion manuscript and reproducibility checklist) 10. 5281/zenodo. 18743234 (D5 – QMAR integration, LCPI notation, Z12³ architecture, and SATI codex layer) 10. 5281/zenodo. 19123282 (D6 - SCIENTIFIC DATA REPORT: LCL-832 RESEARCH PROGRAMME)
Guillaume Lessard (Mon,) studied this question.