Re: Another set with cardinality |Z|

From: Eray Ozkural exa (erayo_at_bilkent.edu.tr)
Date: 09/27/04

  • Next message: Eray Ozkural exa: "Re: Another set with cardinality |Z|"
    Date: 27 Sep 2004 06:18:07 -0700
    
    

    Jean-Marc Bourguet <jm@bourguet.org> wrote in message news:<87llexo4cl.fsf@news.bourguet.org>...
    > > Now, let's pick an infinite path p in this nice infinite
    > > limiting tree.
    >
    > Any given node in your tree is at finite depth so all paths
    > are finite.

    Hmm, so in infinite graph theory, all paths are finite? Interesting, I
    didn't know that.

    Regards,

    --
    Eray Ozkural
    

  • Next message: Eray Ozkural exa: "Re: Another set with cardinality |Z|"

    Relevant Pages

    • Re: Another set with cardinality |Z|
      ... > exactly like in the infinite depth. ... I took the limiting tree as in Robert Low's post, ... concatenates all the digits from the root. ... infinite bit strings or not? ...
      (comp.theory)
    • Re: Another set with cardinality |Z|
      ... > exactly like in the infinite depth. ... I took the limiting tree as in Robert Low's post, ... concatenates all the digits from the root. ... infinite bit strings or not? ...
      (sci.math)
    • Re: Another set with cardinality |Z|
      ... a leaf is the number of bits in the binary expansion of the number ... >countably infinite as you seem to suggest above? ... The limiting tree has infinite depth in the sense that ... there is no upper limit to the leaf-root distance. ...
      (sci.math)
    • Re: Another set with cardinality |Z|
      ... a leaf is the number of bits in the binary expansion of the number ... >countably infinite as you seem to suggest above? ... The limiting tree has infinite depth in the sense that ... there is no upper limit to the leaf-root distance. ...
      (comp.theory)
    • Re: Another set with cardinality |Z|
      ... let's pick an infinite path p in this nice infinite ... >> limiting tree. ... Hmm, so in infinite graph theory, all paths are finite? ... Regards, ...
      (sci.math)