def
definition
def or abbrev
M
show as:
view Lean formalization →
formal statement (Lean)
9def M : RecognitionStructure :=
proof body
Definition body.
10 { U := Fin 3
11 , R := fun i j => j = ⟨(i.val + 1) % 3, by
12 have h : (i.val + 1) % 3 < 3 := Nat.mod_lt _ (by decide : 0 < 3)
13 simpa using h⟩ }
14
used by (40)
-
defectDist_le_J_of_ratio_bounds -
defectDist_nonneg -
defectDist_quasi_triangle_local -
J_le_J_of_inv_le_le -
quasiTriangleConstant_eq -
AllConstantsDerived -
H_RSZeroParameterStatus -
H_ThreeStrategiesAgree -
J_bit -
ml_derivation_falsifiable -
ml_derived -
ml_in_observed_range -
ml_summary -
phi_bounds -
rs_zero_parameter_status -
all_ml_on_phi_ladder -
luminosity_tier_local -
ml_from_phi_tier_structure -
ml_matches_stellar_observations -
of -
population_tiers -
tier_difference_value -
tiers_are_quantized -
agrees_with_nucleosynthesis -
agrees_with_stellar_assembly -
imf_from_j_minimization -
ml_from_geometry_only -
ml_geometric_is_phi -
ml_zero_parameter_certificate -
OptimalConfig