On 09 Jun 2013, at 11:20, Telmo Menezes wrote:
On Sun, Jun 9, 2013 at 9:23 AM, Bruno Marchal <marc...@ulb.ac.be>
wrote:
On 08 Jun 2013, at 17:55, meekerdb wrote:
On 6/8/2013 1:02 AM, Bruno Marchal wrote:
On 08 Jun 2013, at 05:15, meekerdb wrote:
On 6/7/2013 4:00 PM, Stephen Paul King wrote:
Yes, if there was a text of this it would be nice... I found this:
http://plato.stanford.edu/entries/fictionalism-mathematics/
A fictionalist account holds that some things are fictional, i.e.
don't
exist even though their complete description is self-consistent.
Everythingists apparently reject this idea. Platonists seem to
equate
'true' with 'exists'. If you believe 17 is prime you must believe 17
exists. I think this is wrong. If you believe that a flying pink
elephant
is pink, must you believe a flying pink elephant exists?
Flying pink elephants are pink and not pink. That's why flying pink
elephant
can't exist.
A pink elephant is pink by construction.
Exact. But the flying pink elephant are also not pink. By logic. Or
show me
a flying pink elephant living on this planet which isn't not pink.
Bruno, how are flying pink elephants any different from things that I
remember but am not experiencing this very moment?
I add explanation. Here you describe two 1p events. They are similar,
although I guess you don't have precise memory of having actually seen
a Flying Pink Elephant in your life, except in cartoon or dreams.
For example, I've
been to Brussels but I'm not there right now. Brussels is an
abstraction in my mind, but I believe it's the capital of Belgium.
That's part of the Brussels abstraction, in the same sense that being
pink is part of the flying pink elephant abstraction. No?
I do not dispute that fact. Pink elephant are pink.
But the pink elephant on this planet happens also to be brown rampant
worms. And I'm afraid that is only a classical logician's joke.
(x = Flying Pink Elephant) -> (x = Brown Rampant Worms) is true on
this planet because (x = Flying Pink Elephant) is false for all x, on
this planet (I think), and in classical logic f implies everything.
If you want,
"(x = Flying Pink Elephant) -> (x = Brown Rampant Worms)" is an
expression equivalent
to "f -> <whatever>" which is a tautology. It is the way to
diplomatically assert that we do not believe in the existence of some
x which would be equal to a flying pig elephant. The popular saying
"with "ifs" and "buts" you can put Paris in a bottle express a similar
thing.
Bruno
Telmo.
Bruno
Brent
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