Proving that Multiplication is distributive
I am trying to prove the following theorem from Software Foundations>Induction
Proving that Multiplication is distributive
I am trying to prove the following theorem from Software Foundations>Induction
How to destruct evars in Coq?
In the following proof script:
How to destruct evars in Coq?
In the following proof script:
How to destruct evars in Coq?
In the following proof script:
Casting a value from one fintype to another?
Being a Coq newbie, I am stuck on this problem. Hopefully, someone can help!
What is to be used in place of exfalso omega?
Several examples show that a contradiction in the goal (like “0 > 0 implies something” when trying to use induction on the length of a list) can be handled by
What is to be used in place of exfalso omega?
Several examples show that a contradiction in the goal (like “0 > 0 implies something” when trying to use induction on the length of a list) can be handled by
What is to be used in place of exfalso omega?
Several examples show that a contradiction in the goal (like “0 > 0 implies something” when trying to use induction on the length of a list) can be handled by
What is to be used in place of exfalso omega?
Several examples show that a contradiction in the goal (like “0 > 0 implies something” when trying to use induction on the length of a list) can be handled by