16 lines
406 B
Text
16 lines
406 B
Text
import macros.
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theorem simple (p q r : Bool) : (p → q) ∧ (q → r) → p → r
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:= assume H_pq_qr H_p,
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let P_pq := and_eliml H_pq_qr,
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P_qr := and_elimr H_pq_qr
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in P_qr (P_pq H_p)
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set_option pp::implicit true.
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print environment 1.
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theorem simple2 (a b c : Bool) : (a → b → c) → (a → b) → a → c
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:= assume H_abc H_ab H_a,
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(H_abc H_a) (H_ab H_a)
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print environment 1.
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