Recent content by Pi3.1415

Thank you micromass :)

yep sorry now you see why i need the books...

Oh i see what you mean. I think another definition of completeness in Axiom systems is that no new axioms can be added that will make the new system inconsistent.

Does anyone know of any good books on Axioms. Such as how was ZF(C) came up with and why it is that the general consensus is that it is complete.

Okay thank you anyway; I *think* I've found a way using Liouville Theorem (which I've never heard of before).

Thank you. My knowledge of Galois Theory is weak to put it in a good light, but i don't see how it could be applied in this situation. Could you please help?

Hello, I was just wondering if anyone new of a proof that their is no elementary integral for: e^-x^2 Any help would be appreciated. :smile: