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Re: [Coq-Club] coq tatic help


Chronological Thread 
  • From: mukesh tiwari <mukeshtiwari.iiitm AT gmail.com>
  • To: coq-club AT inria.fr
  • Subject: Re: [Coq-Club] coq tatic help
  • Date: Tue, 19 Mar 2019 01:17:45 +1100
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You have already introduced it, so try 
unfold ea_in_range in H. See the difference:
unfold ea_in_range.  intros.
and  yours is 

intros.
unfold ea_in_range.

- Mukesh 




On Tue, 19 Mar 2019 at 12:41 am, 朱立平 <zlponline AT 163.com> wrote:
Thanks Maximilian.
But after apply tatics:
intros.
unfold ea_in_range.
It seems unfold does nothing.

1 subgoals
a : nat
H : ea_in_range a
______________________________________(1/1)
a + 3 < 6

Can you proove the goal for me?





At 2019-03-17 20:01:19, "Maximilian Wuttke" <s8mawutt AT stud.uni-saarland.de> wrote: >`omega` doesn't unfold definitions. >You need to unfold `ea_in_range` first. > >``` >Lemma test2: > forall a, ea_in_range a -> a+3<6. >Proof. > unfold ea_in_range. > intros. > omega. >Qed. >``` > > >On 17/03/2019 12:27, 朱立平 wrote: >> Since omega works in the following proof. >> Require Import ZArith. >> >> /Lemma test1:/ >> /  forall a, a<3 -> a+3<6./ >> /Proof./ >> /intros./ >> /omega./ >> /Qed./ >> >> I wonder why error occurs at this: >> /Definition ea_in_range (ea:nat) : Prop := ea < 3./ >> >> /Lemma test2:/ >> /  forall a, ea_in_range a -> a+3<6./ >> /Proof./ >> /intros./ >> /omega.  / >> Error: Omega can't solve this system >> >> Best Regards, >> Julian >> >> >>   >> >


 




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