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Topic: Is continuum completely filled up?
Replies: 610   Last Post: Jun 9, 2012 10:57 AM

 Messages: [ Previous | Next ]
 Tony Orlow Posts: 3,142 Registered: 8/23/06
Re: Is continuum completely filled up?
Posted: Jan 12, 2007 9:13 AM

toshiaki wrote:
> "Tony Orlow" <tony@lightlink.com> wrote in message

>> ooo wrote:
>>> "Tony Orlow" <tony@lightlink.com> wrote in message

>>>> toshiaki wrote:
>>>>>> :)
>>>>>>
>>>>>> 0 e R
>>>>>> x e R -> 2^x e R ^ -(2^x) e R

> .
> If you think that size is only relativistic ,I understand your idea .

I think that size of infinite sets can only be measured using formulas
on a standard infinite unit.

> If not ,I don't know how do you solve the question of scale .

I don't see why you need to even consider your distance from the line.

> And I f you please , explane about above relation .

The above is like the Peano axioms, but defining an uncountable tree of
reals. It generates the reals from the starting point of 0. I call them
the H-riffic numbers, partly because they get rather hard to calculate.

Tony

> I think your idea is simillarity to measure theory .
>
> Regards
> Ozaki Tosiaki
>
>

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