GIFT mathematical core - Formally verified constants (Lean 4 + Coq)
Project description
GIFT Core
Formally verified mathematical constants from the GIFT framework.
Install
pip install giftpy
Usage
from gift_core import *
print(SIN2_THETA_W) # Fraction(3, 13)
print(B2, B3) # 21 77
print(DET_G) # Fraction(65, 32)
# All 13 proven relations
for r in PROVEN_RELATIONS:
print(f"{r.symbol} = {r.value}")
What's inside
| Constant | Value | Proven |
|---|---|---|
| sin^2(theta_W) | 3/13 | Lean + Coq |
| tau | 3472/891 | Lean + Coq |
| det(g) | 65/32 | Lean + Coq |
| kappa_T | 1/61 | Lean + Coq |
| delta_CP | 197 | Lean + Coq |
| m_tau/m_e | 3477 | Lean + Coq |
| m_s/m_d | 20 | Lean + Coq |
| Q_Koide | 2/3 | Lean + Coq |
| lambda_H_num | 17 | Lean + Coq |
| H* | 99 | Lean + Coq |
| p2 | 2 | Lean + Coq |
| N_gen | 3 | Lean + Coq |
| dim(E8xE8) | 496 | Lean + Coq |
13 relations total, all proven in both Lean 4 and Coq.
Verification
# Lean
cd Lean && lake build
# Coq
cd COQ && make
Links
- Full framework: gift-framework/GIFT
- Publications: gift_2_3_main.md
MIT License | gift-framework
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