Date: Apr 1, 2013 12:20 AM
Author: David Petry
Subject: Re: Mathematics and the Roots of Postmodern Thought
On Saturday, March 30, 2013 5:33:12 AM UTC-7, Jesse F. Hughes wrote:
> david petry <email@example.com> writes:
> > Here's what I actually believe: Falsifiability, which is the
> > cornerstone of scientific reasoning, can be formalized in such a way
> > that it can serve as the cornerstone of mathematical reasoning. And
> > in fact, it's already part of the reasoning used by applied
> > mathematicians; ZFC, which is not compatible with falsifiability, is
> > not a formalization of the mathematical reasoning used in applied
> > mathematics. Also, Godel's proof is not compatible with
> > falsifiability.
> You say that falsifiability is "already part of the reasoning used by
> applied mathematicians."
> What do you mean?
Applied mathematicians know they have to produce something that is of use to the scientists, which does imply that they are taking falsifiability into consideration.