def
definition
def or abbrev
IsNormalized
show as:
view Lean formalization →
formal statement (Lean)
597def IsNormalized (F : ℝ → ℝ) : Prop := F 1 = 0
proof body
Definition body.
598
599/-- **Calibration (Condition 1.2)**:
600lim_{t→0} 2·F(e^t)/t² = 1, equivalently G''(0) = 1 where G(t) = F(e^t). -/
used by (23)
-
cost_algebra_unique -
cost_algebra_unique_aczel -
H_one_of_normalized -
PrimitiveCostHypotheses -
composition_law_forces_reciprocity -
washburn_uniqueness_of_contDiff -
isCalibratedLimit_of_isCalibrated -
isCalibrated_of_isCalibratedLimit -
normalized_implies_G_zero -
washburn_uniqueness -
washburn_uniqueness_aczel -
washburn_uniqueness_aczel -
Jcost_is_normalized -
unique_cost_on_pos_from_rcl -
axiom_bundle_necessary -
bilinear_family_forced -
IsNormalized -
symmetry_and_normalization_constrain_P -
gate_from_polynomial_consistency -
polynomial_consistency_forces_rcl -
polynomial_consistency_implies_right_affine -
identity_implies_normalized -
laws_of_logic_imply_dalembert_hypotheses