apoorv
Posts:
53
Registered:
4/11/13


Re: Ordinals describable by a finite string of symbols
Posted:
Jul 5, 2013 1:27 PM


I need to spend more time. Any system of axioms that starts with the discrete, discontinuous , iterative, But seemingly spans the infinitely divisible, infinitely dense, infinitely smooth continuum Is remarkable. And I keep on wondering as to where and what in the axioms Allows that to happen. The axiom of infinity is an obvious candidate, although As I keep on saying, it is through the universal quantifier that infinity is confined By the bounds of finitude.but it has it's revenge; as it explodes into an Almost incomprehensible multiplicity yet always bound by the finite words That we can use! Apoorv

