CFP-MCFP Complete Theorem Proofs: 78 Slides with Lean 4 Proof Details
Fuente:
Zenodo
Enregistré dans:
| Auteur principal: | |
|---|---|
| Format: | Recurso digital |
| Publié: |
Zenodo
2026
|
| Sujets: | |
| Accès en ligne: | |
| Tags: |
Ajouter un tag
Pas de tags, Soyez le premier à ajouter un tag!
|
| _version_ | 1866901953523482624 |
|---|---|
| author | Mr. NeC B.V. |
| author_facet | Mr. NeC B.V. |
| contents | <h2>78 Presentation Slides - Enhanced with Lean 4 Proof Code</h2><p>This version includes actual Lean 4 proof code from CFP_MCFP_Complete_Canonical.lean (3525 lines, 209+ theorems, 0 sorry).</p><h3>NEW SLIDES:</h3><ul><li><strong>DEF-01</strong>: Precise definitions (Tower Depth, Generator Graph, Admissibility Geodesic, CFP Balance)</li><li><strong>DEPTH-02</strong>: Complete Depth Dichotomy proof with Lean 4 code</li><li><strong>RH-14</strong>: Spectral exclusion theorem with actual Lean 4 proof</li><li><strong>GB-08</strong>: Goldbach proof chain with prime_composite_separation theorem</li><li><strong>YM-02</strong>: Yang-Mills mass gap with asymptotic_freedom theorem</li><li><strong>CONN-08</strong>: Honest assessment - what is proven vs requires scrutiny</li></ul><h3>Structure:</h3><ul><li><strong>PART I: CFP Foundation</strong> - Definitions, Balance, Admissibility, Generator graphs, Depth Dichotomy</li><li><strong>PART II: Riemann Hypothesis</strong> - 7 proof routes + Lean 4 spectral exclusion</li><li><strong>PART III: Number Theory</strong> - Goldbach, Beal, Collatz with Lean 4 proofs</li><li><strong>PART IV: Physics</strong> - Yang-Mills with asymptotic freedom proof</li><li><strong>PART V: Synthesis</strong> - Grand unification + Honest Assessment</li></ul><h3>Lean 4 Verification</h3><p>Repository: lean4/CFP_MCFP_Complete_Canonical.lean<br>Status: 209+ theorems | 0 sorry | 54 explicit axioms</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_20041466 |
| institution | Zenodo |
| language | |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | CFP-MCFP Complete Theorem Proofs: 78 Slides with Lean 4 Proof Details Mr. NeC B.V. Riemann Hypothesis Goldbach Conjecture Lean 4 CFP-MCFP Formal Verification Yang-Mills Millennium Prize Proof Code <h2>78 Presentation Slides - Enhanced with Lean 4 Proof Code</h2><p>This version includes actual Lean 4 proof code from CFP_MCFP_Complete_Canonical.lean (3525 lines, 209+ theorems, 0 sorry).</p><h3>NEW SLIDES:</h3><ul><li><strong>DEF-01</strong>: Precise definitions (Tower Depth, Generator Graph, Admissibility Geodesic, CFP Balance)</li><li><strong>DEPTH-02</strong>: Complete Depth Dichotomy proof with Lean 4 code</li><li><strong>RH-14</strong>: Spectral exclusion theorem with actual Lean 4 proof</li><li><strong>GB-08</strong>: Goldbach proof chain with prime_composite_separation theorem</li><li><strong>YM-02</strong>: Yang-Mills mass gap with asymptotic_freedom theorem</li><li><strong>CONN-08</strong>: Honest assessment - what is proven vs requires scrutiny</li></ul><h3>Structure:</h3><ul><li><strong>PART I: CFP Foundation</strong> - Definitions, Balance, Admissibility, Generator graphs, Depth Dichotomy</li><li><strong>PART II: Riemann Hypothesis</strong> - 7 proof routes + Lean 4 spectral exclusion</li><li><strong>PART III: Number Theory</strong> - Goldbach, Beal, Collatz with Lean 4 proofs</li><li><strong>PART IV: Physics</strong> - Yang-Mills with asymptotic freedom proof</li><li><strong>PART V: Synthesis</strong> - Grand unification + Honest Assessment</li></ul><h3>Lean 4 Verification</h3><p>Repository: lean4/CFP_MCFP_Complete_Canonical.lean<br>Status: 209+ theorems | 0 sorry | 54 explicit axioms</p> |
| title | CFP-MCFP Complete Theorem Proofs: 78 Slides with Lean 4 Proof Details |
| topic | Riemann Hypothesis Goldbach Conjecture Lean 4 CFP-MCFP Formal Verification Yang-Mills Millennium Prize Proof Code |
| url | https://doi.org/10.5281/zenodo.20041466 |