# Internal Source Ledger — EML-ONTO-CORE-06

This package preserves source provenance without embedding ChatGPT UI citation tokens.

## 1. `動態圓本體論 5.0：閉合性作為過程的十公理系統.docx`

Historical role:
- internally attests DCO 3.x / 4.x lineage;
- DCO 5.0 explicitly reframes Closure from static object to process;
- expands the earlier four-axiom system to Cl-0 ... Cl-9.

Use in Paper 06:
- historical Closure-as-Process lineage only.
- Paper 06 does not automatically accept every DCO theorem as current canonical mathematics.

## 2. `內部紀錄_暫緩延伸閉合性理論_2026-06-01`

Historical diagnostic recorded in the theory lineage:
- self-consistent branch proliferation can produce high branch density;
- bare Closure does not itself provide a canonical proof/research ordering;
- a selection principle may need to be supplied from a higher-level objective/policy unless derivability is separately proved.

Status in Paper 06:
- treated as a historical research diagnosis motivating `Closure Selection Underdetermination`;
- not treated as a theorem that no Closure system can ever possess endogenous selection.

## 3. `00_T_Query_Runtime_v0.1_統一規格.md`

Historical CRL definition:
- merge certified equivalent branches;
- preserve unresolved divergences;
- create next-stage semantic/causal links;
- FalseMerge is a major runtime risk;
- branch equivalence is not string equality.

Use:
- CRL semantics are preserved and integrated with Paper 04/05 information and identity contracts.

## 4. `SDPE_Paper01_Global_Quantifiers_Counterexample_Domains_Verifiable_Contraction_v0.1.md`

Key local-to-global structure:
- coverage completeness is separate from local correctness;
- overlap/gluing and cycle consistency matter;
- replayable certificates are first-class;
- local correctness plus coverage plus gluing is a stronger global proof condition.

Use:
- source for the certificate-oriented global closure ladder.

## 5. Ontology Core Papers 01–05

Used as current canonical upstream:
- typed state layers;
- typed triadic operator families;
- SSDC;
- TICDR;
- exact typed identity and typed boundaries.