theorem
proved
edgeDualCount_eq
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IndisputableMonolith.RecogSpec.RSBridge on GitHub at line 47.
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44/-- The edge-dual count (2 × cube edges = 24) -/
45def edgeDualCount : ℕ := 2 * cubeEdges
46
47theorem edgeDualCount_eq : edgeDualCount = 24 := rfl
48
49/-- The golden projection exponent for Cabibbo angle -/
50def cabibboProjection : ℤ := -3
51
52/-- The radiative correction coefficient -/
53def radiativeCoeff : ℚ := 3/2
54
55/-! ## RSBridge Structure -/
56
57/-- A bridge with geometric coupling structure for mixing angles.
58
59This extends the minimal `Bridge` with fields that determine the CKM matrix
60from geometric structure rather than arbitrary parameters.
61-/
62structure RSBridge (L : RSLedger) where
63 /-- The underlying bridge -/
64 toBridge : Bridge L.toLedger
65 /-- Edge count of dual structure (default: 24) -/
66 edgeDual : ℕ := edgeDualCount
67 /-- Fine structure exponent for V_ub -/
68 alphaExponent : ℝ
69 /-- Golden projection exponent for Cabibbo (default: -3) -/
70 phiProj : ℤ := cabibboProjection
71 /-- Radiative correction coefficient (default: 3/2) -/
72 radCoeff : ℚ := radiativeCoeff
73 /-- Loop order exponent for g-2 derivation (default: 5) -/
74 loopOrder : ℕ := 5
75
76/-! ## Mixing Angles from Bridge Structure -/
77