Re: Question about the distinction between set and element
herschko_at_rutcor.rutgers.edu
Date: 07/10/04
- Next message: William Elliot: "Re: Theorem 4.4.4."
- Previous message: MorituriMax: "Re: The myth of the beginning of time"
- Maybe in reply to: Kerry Soileau: "Question about the distinction between set and element"
- Next in thread: Michael Barr: "Re: Question about the distinction between set and element"
- Reply: Michael Barr: "Re: Question about the distinction between set and element"
- Reply: Leonard Blackburn: "Re: Question about the distinction between set and element"
- Messages sorted by: [ date ] [ thread ]
Date: 9 Jul 2004 22:35:57 -0700
Kerry Soileau wrote:
> It seems to go without saying that there is some intrinsic difference
> between the concepts of set and element.
Does it? Not to me.
> However, I wonder if this is not merely an illusion,
Indeed, an illusion. In set theory and most of mathematics (logic and
category theory being the primary excpetions), *everything* is a set.
x in y is a relationship between sets.
- Next message: William Elliot: "Re: Theorem 4.4.4."
- Previous message: MorituriMax: "Re: The myth of the beginning of time"
- Maybe in reply to: Kerry Soileau: "Question about the distinction between set and element"
- Next in thread: Michael Barr: "Re: Question about the distinction between set and element"
- Reply: Michael Barr: "Re: Question about the distinction between set and element"
- Reply: Leonard Blackburn: "Re: Question about the distinction between set and element"
- Messages sorted by: [ date ] [ thread ]
Relevant Pages
|