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Date: Wed, 15 May 2024 16:39:28 +0200
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Am 15.05.2024 um 15:13 schrieb WM:
> Le 14/05/2024 à 16:15, FromTheRafters a écrit :
>> WM expressed precisely :
>>> Le 14/05/2024 à 00:47, FromTheRafters a écrit :
>>>> WM expressed precisely :
>>>>> Le 10/05/2024 à 17:00, FromTheRafters a écrit :
>>>>>> WM explained :
>>>>>
>>>>>>> Yes. But every n ∈ ℕ_def has ℵ₀ successors which never vanish by 
>>>>>>> counting. They can be removed only collectively such that nothing 
>>>>>>> of ℕ remains.
>>>>>>
>>>>>> Wrong,
>>>>>
>>>>> Try to remove all natural numbers individually from ℕ. Fail.
>>>>
>>>> Because you cannot remove them -- *SETS DO NOT CHANGE*.
>>>
>>> But the result of subtraction can be calculated. That is understood 
>>> by removing.
>>
>> That is not quite the same as constructing a difference set.
> 
> It is precisely the same. And if you disagree replace "removing" by 
> "constructing a difference set".

Ah ja: (a) It is precisely the same. (b) But if it is not the same, then 
<bla>

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