From: Brian M. Scott
Message: 41130
Date: 2005-10-08
> Brian:<g> In nomine Tarski et Smullyan et Figlio Bonacci. (Okay,
>> In formal logic, whether approached from philosophy
>> or, as in my case, from mathematics, it is not an
>> assumption;
> No, it wouldn't be an "assumption" to a strict
> Logic priest :)
> However, clearly you can see that existence isNo, actually I can't. But then, I never had much use for
> fundamentally an assumption that is required to make Logic
> work.
> So, yes, it's sadly an assumption, making Logic merely aNo, not like any other, unless one ignores questions of
> philosophy or religion one may choose to live by, like any
> other.