Manuscript X-L-ST@1 · X-L-ST.tex · section · 20a32a22
The twelve problem boundaries
The twelve problem boundaries · lines 2071–2143
The labels below retain the numbering supplied with the plan. A status is a statement about the scope of X-L-ST, not a universal impossibility theorem.
| Problem | Status here | Exact boundary |
|---|---|---|
| Problem | Status here | Exact boundary |
| 1 | Unfinished | The restricted classical structure and exact free presentation do not construct a quantized gravitational observable. |
| 2 | Unfinished | Free causal recovery and report-channel recovery do not construct a renormalized interacting product. |
| 3 | Not decided | No conclusion about the problem is inferred from the present graded restriction or report channels. |
| 4 | Not reached | No additional physical or analytical construction for this problem is attempted. |
| 5 | Not reached | A destructive clock and its complete history are not a gravitational Page curve. |
| 6 | Excluded from scope | The host geometry and classical action are inputs. Their derivation from records is not attempted. |
| 7 | Not reached | The analytical Minkowski completion is not a de Sitter state or a cosmological observer algebra. |
| 8 | Unfinished | External preparation, calibration, events, and scheduling time remain. No clock-free quantized relational time is constructed. |
| 9 | Not reached | The conical worldsheet is not identified with a cosmological curvature singularity, and no continuation through such a singularity is proved. |
| 10 | Not reached | No vacuum-energy calculation or cancellation mechanism is supplied. |
| 11 | Not reached | Reference-preserving transport of supplied reports is not gravity-generated entanglement. |
| 12 | Unresolved | No complete aligned-null contraction or admitted inherited characteristic coefficient is produced. |