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theorem proved term proof

affine_log_unique_under_normalizations

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formal statement (Lean)

 217theorem affine_log_unique_under_normalizations
 218    {a₁ c₁ a₂ c₂ : ℝ}
 219    (h0₁ : gapAffineLogR a₁ phi c₁ 0 = 0)
 220    (h1₁ : gapAffineLogR a₁ phi c₁ 1 = 1)
 221    (h0₂ : gapAffineLogR a₂ phi c₂ 0 = 0)
 222    (h1₂ : gapAffineLogR a₂ phi c₂ 1 = 1) :
 223    ∀ Z : ℤ, gapAffineLog a₁ phi c₁ Z = gapAffineLog a₂ phi c₂ Z := by

proof body

Term-mode proof.

 224  intro Z
 225  rw [affine_log_collapses_to_canonical_gap h0₁ h1₁ Z]
 226  rw [affine_log_collapses_to_canonical_gap h0₂ h1₂ Z]
 227
 228/-- Compact certificate for the three-point affine-log forcing closure. -/

depends on (9)

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