← Back to context Comment by gowld 20 hours ago Mathematicians care about interesting ideas, not whether their theorems are true :-) 5 comments gowld Reply groundzeros2015 20 hours ago They care about if it’s true. But the role of the formal proof is a kind of spell checker or static analysis after they have the idea. j16sdiz 20 hours ago > They care about if it’s true.Not always.If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true. BigTTYGothGF 18 hours ago > If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true.I trust you have some examples of this? 2 replies →
groundzeros2015 20 hours ago They care about if it’s true. But the role of the formal proof is a kind of spell checker or static analysis after they have the idea. j16sdiz 20 hours ago > They care about if it’s true.Not always.If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true. BigTTYGothGF 18 hours ago > If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true.I trust you have some examples of this? 2 replies →
j16sdiz 20 hours ago > They care about if it’s true.Not always.If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true. BigTTYGothGF 18 hours ago > If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true.I trust you have some examples of this? 2 replies →
BigTTYGothGF 18 hours ago > If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true.I trust you have some examples of this? 2 replies →
They care about if it’s true. But the role of the formal proof is a kind of spell checker or static analysis after they have the idea.
> They care about if it’s true.
Not always.
If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true.
> If it is NOT true, they sometimes simply play "what if" and construct a new system where it could be true.
I trust you have some examples of this?
2 replies →