Re: Existence of mathematical entities (Re: Successor Axiom: on what grounds TF?)
From: Paul Holbach (paulholbachSPAMBAN_at_freenet.de)
Date: 02/12/05
- Next message: Paul Holbach: "Re: Existence of mathematical entities (Re: Successor Axiom: on what grounds TF?)"
- Previous message: |-|erc: "THE HALTING SOLUTION"
- In reply to: examachine_at_gmail.com: "Re: Existence of mathematical entities (Re: Successor Axiom: on what grounds TF?)"
- Next in thread: Lester Zick: "Re: Existence of mathematical entities (Re: Successor Axiom: on what grounds TF?)"
- Messages sorted by: [ date ] [ thread ]
Date: 11 Feb 2005 18:43:58 -0800
> examachine@gmail.com wrote:
> > Paul Holbach wrote:
> > If A and B are two (qualitatively) different objects,
> > then there are
> > some properties possessed by A and not
> > possessed by B.
> > One may say that A´s existence is different from
> > B´s existence,
> > with A/B and A´s/B´s existence being identical
> > (eg, I a m my existence);
> > but that has nothing to do with the
> > unambiguous meaning of the
> > concept
> > of existence.
> > [...]
> "I am my existence."
> Do you think that sentence makes much sense?
I do think it makes sense.
> What is your existence?
Everything I am.
> What is a number's existence?
This question is equivalent to:
"What is a number?"
Regards
PH
- Next message: Paul Holbach: "Re: Existence of mathematical entities (Re: Successor Axiom: on what grounds TF?)"
- Previous message: |-|erc: "THE HALTING SOLUTION"
- In reply to: examachine_at_gmail.com: "Re: Existence of mathematical entities (Re: Successor Axiom: on what grounds TF?)"
- Next in thread: Lester Zick: "Re: Existence of mathematical entities (Re: Successor Axiom: on what grounds TF?)"
- Messages sorted by: [ date ] [ thread ]