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From: Tom Bola <Tom@bolamail.etc>
Newsgroups: sci.math
Subject: Re: how
Date: Tue, 23 Apr 2024 23:27:57 +0200
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Chris M. Thomasson schrieb:

> On 4/23/2024 11:47 AM, Tom Bola wrote:
>> WM schrieb:
>> 
>>> Le 23/04/2024 à 00:58, Richard Damon a écrit :
>>>
>>>> Yes, there is sort of a gap below ω as you can only get to ω via a
>>>> "hyper" step, not a normal step, like from 1 to 2.
>>>
>>> How many normal steps covers a hyper step?
>> 
>> It's the same with dimensions - one cannot "cover" length with width.
> 
> 
> A hyper step wrt the reals can be as simple as 0 + 1 because there is an 
> infinity between 0 and 1?
 
Sure! But that case is about ordinal numbers... 
   
>>>> There are no Ordinals in that gap,
>>>
>>> What is in that gap?
>> 
>> The same that is between each pair of n and n+1 in IN: nothing.