Re: Questions about Axiom of Choice
- From: Jeremy Boden <jeremy@xxxxxxxxxxxxxxxxxx>
- Date: Tue, 05 Sep 2006 17:37:02 +0100
On Tue, 2006-09-05 at 09:25 -0700, agapito6314@xxxxxxx wrote:
....
Thank you and everyone who replied. This is a really dumb question but
is it not possible to prove or disprove this physically? That is we
can construct a solid unit radius ball, cut it up into a finite number
of pieces (according to some procedure) and produce the new (solid?)
bigger ball? Thanks again.
Real matter is composed of finite numbers of molecules. You need
infinitely divisible ball material.
--
Jeremy Boden
.
- References:
- Questions about Axiom of Choice
- From: agapito6314
- Re: Questions about Axiom of Choice
- From: Daniel Grubb
- Re: Questions about Axiom of Choice
- From: agapito6314
- Questions about Axiom of Choice
- Prev by Date: Re: An uncountable countable set
- Next by Date: Re: Questions about Axiom of Choice
- Previous by thread: Re: Questions about Axiom of Choice
- Next by thread: Re: Questions about Axiom of Choice
- Index(es):