structure
definition
Bridge
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IndisputableMonolith.RecogSpec.Core on GitHub at line 17.
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All declarations in this module, on Recognition.
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depends on
used by
-
alpha_not_tunable -
circuitSeparation -
rhat_is_non_natural -
units_self_consistent -
display_null_condition -
falsifier_K_gate_mismatch -
E_coh_rs_eq_E_coh -
EtaBExactRungCert -
witnesses_BC_agree -
dAlembert_to_ODE_of_contDiff -
eight_tick_cmin_consistent -
eight_tick_cmin_numerical -
cproj_eq_two_from_J_normalization -
c_value_cone -
uniqueness_specification -
analytic_bridge -
differentiation_key_lemma -
entangling_with_boundary_is_RCL -
regrouping_forces_gate -
full_inevitability_triangulated -
hyperbolic_not_flat -
hierarchy_dynamics_forces_phi -
minimal_recurrence_forces_golden_equation -
locality_forces_additive_composition -
inevitability_holds -
neutral_ratio_eq_one -
rs_true_or_iff -
discrete_fibonacci_from_minimality -
aristotelian_decomposition -
ledger_is_minimal_recognition_tracker -
deficit_jcost_correspondence -
jcost_to_regge_factor_ne_zero -
N_horizon_pos -
kernel_response_trunc -
eight_tick_period -
energy_creates_processing_gradient -
T0_sq -
computation_takes_time -
phiVec_post_credit -
first_excited_cost
formal source
14 tick : Option (Carrier → ℕ) := none
15
16/-- Bridge over a ledger. -/
17structure Bridge (L : Ledger) : Type where
18 dummy : Unit := ()
19
20/-- Units equivalence relation over bridges. -/
21structure UnitsEqv (L : Ledger) : Type where
22 Rel : Bridge L → Bridge L → Prop
23 refl : ∀ B, Rel B B
24 symm : ∀ {B₁ B₂}, Rel B₁ B₂ → Rel B₂ B₁
25 trans : ∀ {B₁ B₂ B₃}, Rel B₁ B₂ → Rel B₂ B₃ → Rel B₁ B₃
26
27/-- Dimensionless predictions extracted from a bridge. -/
28structure DimlessPack (L : Ledger) (B : Bridge L) : Type where
29 alpha : ℝ
30 massRatios : LeptonMassRatios
31 mixingAngles : CkmMixingAngles
32 g2Muon : ℝ
33 strongCPNeutral : Prop
34 eightTickMinimal : Prop
35 bornRule : Prop
36
37/-- Absolute (SI) packaging for reference displays, distinct from dimensionless pack. -/
38structure AbsolutePack (L : Ledger) (B : Bridge L) : Type where
39 c_SI : ℝ
40 hbar_SI : ℝ
41 G_SI : ℝ
42 Lambda_SI : ℝ
43 masses_SI : List ℝ
44 energies_SI : List ℝ
45
46/-- Subfield generated by `φ`. -/
47def phiSubfield (φ : ℝ) : Subfield ℝ :=