Citation formats for the GIFT Framework v3.3.
@software{gift_framework_v32,
title = {GIFT Framework v3.3: Geometric Information Field Theory},
author = {de La Fournière, Brieuc},
year = {2026},
url = {https://github.com/gift-framework/GIFT},
version = {3.3.14},
license = {MIT},
note = {33 dimensionless predictions, 0.21\% mean deviation (PDG 2024), ~330 certified relations}
}
de La Fournière, B. (2025). GIFT Framework v3.3: Geometric Information Field Theory (Version 3.3.0) [Software]. GitHub. https://github.com/gift-framework/GIFT
de La Fournière, Brieuc. "GIFT Framework v3.3: Geometric Information Field Theory." Version 3.3.0. GitHub, 2025. https://github.com/gift-framework/GIFT.
@article{gift_theory_v32,
title = {Geometric Information Field Theory v3.3: Topological Determination of Standard Model Parameters},
author = {de La Fournière, Brieuc},
year = {2026},
note = {Mean deviation 0.21\% (PDG 2024) across 33 dimensionless predictions, zero continuous adjustable parameters, ~330 proven exact relations},
url = {https://github.com/gift-framework/GIFT}
}
@misc{gift_main_v32,
title = {Geometric Information Field Theory: Topological Determination of Standard Model Parameters},
author = {de La Fournière, Brieuc},
year = {2026},
howpublished = {GIFT Framework v3.3},
url = {https://github.com/gift-framework/GIFT/blob/main/publications/markdown/GIFT_v3.3_main.md}
}
@misc{gift_s1_foundations,
title = {GIFT S1: Mathematical Foundations - E₈, G₂, K₇},
author = {de La Fournière, Brieuc},
year = {2026},
howpublished = {GIFT Framework v3.3, Supplement S1},
url = {https://github.com/gift-framework/GIFT/blob/main/publications/markdown/GIFT_v3.3_S1_foundations.md}
}
@misc{gift_s2_derivations,
title = {GIFT S2: Complete Derivations - 18 Dimensionless Observables},
author = {de La Fournière, Brieuc},
year = {2026},
howpublished = {GIFT Framework v3.3, Supplement S2},
url = {https://github.com/gift-framework/GIFT/blob/main/publications/markdown/GIFT_v3.3_S2_derivations.md}
}
@misc{gift_cp_violation,
title = {Exact Topological Formula for CP Violation Phase: δ_CP = 197°},
author = {de La Fournière, Brieuc},
year = {2026},
howpublished = {GIFT Framework v3.3},
note = {Formula: δ_CP = dim(K₇)×dim(G₂) + H* = 7×14 + 99 = 197°},
url = {https://github.com/gift-framework/GIFT/blob/main/publications/markdown/GIFT_v3.3_S2_derivations.md}
}
@misc{gift_weinberg_angle,
title = {Topological Derivation of Weinberg Angle: sin²θ_W = 3/13},
author = {de La Fournière, Brieuc},
year = {2026},
howpublished = {GIFT Framework v3.3},
note = {Formula: sin²θ_W = b₂/(b₃ + dim(G₂)) = 21/91 = 3/13},
url = {https://github.com/gift-framework/GIFT/blob/main/publications/markdown/GIFT_v3.3_S2_derivations.md}
}
@misc{gift_generation_number,
title = {Topological Proof of Three Fermion Generations},
author = {de La Fournière, Brieuc},
year = {2026},
howpublished = {GIFT Framework v3.3},
note = {N_gen = 3 from Atiyah-Singer index theorem on K₇},
url = {https://github.com/gift-framework/GIFT/blob/main/publications/markdown/GIFT_v3.3_S1_foundations.md}
}
@software{gift_core_v3314,
title = {GIFT Core: Formal Verification in Lean 4},
author = {de La Fournière, Brieuc},
year = {2026},
url = {https://github.com/gift-framework/core},
version = {3.3.14},
note = {~330 relations verified, K₇ metric pipeline, Selection Principle, Spectral Theory}
}
| Archive | Link |
|---|---|
| Zenodo | 10.5281/zenodo.17979433 |
| ResearchGate | Author page |
| Version | Date | Highlights |
|---|---|---|
| 3.3.0 | 2026-01-05 | PDG 2024 values, 54,327-config Monte Carlo validation |
| 3.3.14 | 2026-01-28 | Selection Principle, TCS Spectral Bounds, ~330 relations |
| 3.1.0 | 2025-12-17 | Analytical G₂ metric, 185 certified relations |
| 3.0.0 | 2025-12-09 | Major release: 165+ certified relations, Fibonacci/Monster/McKay |
| 2.3.x | 2025-12 | Lean 4 verification |
| 2.2.0 | 2025-11-27 | Zero-parameter paradigm |
| 2.1.0 | 2025-11-22 | Torsional dynamics |
| 2.0.0 | 2025-10-24 | Framework reorganization |
When using GIFT predictions:
“We compare our measurements with predictions from the Geometric Information Field Theory (GIFT) framework [1], which derives Standard Model parameters from E₈×E₈ topology. The GIFT prediction for the CP violation phase is δ_CP = 197° [2].”
[1] de La Fournière, B. “GIFT Framework v3.3,” 2025, https://github.com/gift-framework/GIFT
[2] de La Fournière, B. “GIFT S2: Complete Derivations,” 2025.
MIT License - See LICENSE
Version: 3.3.14 (2026-01-28)