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6 lines
398 B
Text
6 lines
398 B
Text
import Mathlib
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/- Original: t ≥ 0 into X tn X X tn X etΓ β(x) = [Γn β](x) β(y) γ (n) (y, x) =: β(y)γt (y, x) -/
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theorem eq_069f772cfae3e2f6 (X : ℕ) (etΓ : ℕ) (into : ℕ) (n : ℕ) (t : ℕ) (tn : ℕ) (x : ℕ) (y : ℕ) (Γn : ℕ) (β : ℕ) (γ : ℕ) (γt : ℕ) : t ≥ 0 into X tn X X tn X etΓ β(x) = [Γn β](x) β(y) γ (n) (y ∧ x) =: β(y)γt (y ∧ x) := by
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omega
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