2a67a49f31
This PR deprecates the tactics `simp_arith`, `simp_arith!`, `simp_all_arith` and `simp_all_arith!`. Users can just use the `+arith` option.
19 lines
436 B
Text
19 lines
436 B
Text
theorem ex1 : a + b < b + 1 + a + c := by
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simp (config := { arith := true })
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theorem ex2 : a + b < b + 1 + a + c := by
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simp +arith
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theorem ex3 : a + (fun x => x) b < b + 1 + a + c := by
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simp +arith
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theorem ex5 (h : a + d + b > b + 1 + (a + (c + c) + d)) : False := by
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simp +arith at h
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#print ex5
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theorem ex6 (p : Nat → Prop) (h : p (a + 1 + a + 2 + b)) : p (2*a + b + 3) := by
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simp +arith at h
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assumption
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#print ex6
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