Re: Cantor and the binary tree
- From: mueckenh@xxxxxxxxxxxxxxxxx
- Date: 14 Jun 2005 12:00:55 -0700
Virgil wrote:
> For example, WM has still not satisfactorily explained his alleged
> bijection between nodes and maximal paths in a maximal binary tree.
I do not need a bijection between nodes and not separating paths. There
is a bijection between nodes and separating bunches (=subsets) of
paths. In fact, as you will consider, all the edges of the tree are
countable.
Paths which have no edge of their own, i.e., which do never separate
within the infinite tree need, not be considered, because they do not
exist as individual numbers.
Regards, WM
.
- Follow-Ups:
- Re: Cantor and the binary tree
- From: Virgil
- Re: Cantor and the binary tree
- References:
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Virgil
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Robert Kolker
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Robert Kolker
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Robert Kolker
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Robert Kolker
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Virgil
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Robert Kolker
- Re: Cantor and the binary tree
- From: mueckenh
- Re: Cantor and the binary tree
- From: Virgil
- Re: Cantor and the binary tree
- Prev by Date: Re: Cantor and the binary tree
- Next by Date: Re: Cantor and the binary tree
- Previous by thread: Re: Cantor and the binary tree
- Next by thread: Re: Cantor and the binary tree
- Index(es):
Relevant Pages
|
Loading