Its probably best to
Carry on with the infinity constant discussion

On Sun, Oct 18, 2020, 3:26 AM Wes Turner <wes.tur...@gmail.com> wrote:

> assert math.inf**0 == 1
> assert math.inf**math.inf == math.inf
>
> On Sun, Oct 18, 2020, 3:13 AM Wes Turner <wes.tur...@gmail.com> wrote:
>
>> Thanks for your feedback Rob.
>>
>> On Sun, Oct 18, 2020, 12:27 AM Rob Cliffe via Python-ideas <
>> python-ideas@python.org> wrote:
>>
>>>
>>>
>>> On 11/10/2020 22:47, Wes Turner wrote:
>>>
>>> Indeed, perhaps virtual particles can never divide by zero and thus the
>>> observed laws of thermodynamic systems are preserved.
>>>
>>> Would you please be so kind as to respond in the main thread so that
>>> this is one consecutive thread?
>>>
>>> No, 2 times something is greater than something. Something over
>>>> something is 1.
>>>> If we change the division axiom to be piecewise with an exception only
>>>> for infinity, we could claim that any problem involving division of a
>>>> symbol is unsolvable because the symbol could be infinity.
>>>> This is incorrect:
>>>> x / 2 is unsolvable because x could be infinity
>>>> x / 2 > x / 3 (where x > 0; Z+) is indeterminate because if x is
>>>> infinity, then they are equal.
>>>>
>>>
>>> Which of these are you arguing should fail if Python changes to
>>> returning [+/-]inf instead of raising ZeroDivisionError?
>>>
>>>
>>>> assert 1 / 0 != 2 / 0
>>>> assert 2*inf > inf
>>>>
>>> Both of them (assuming that they don't raise an exception).
>>>
>>> assert inf / inf == 1
>>>
>>> That should raise an exception; inf/inf is meaningless (just as division
>>> by zero is meaningless with finite numbers).
>>>
>>> No offence Wes, but you are clearly not familiar with the subject of
>>> transfinite numbers as discovered by Cantor.  I earnestly suggest you learn
>>> something about it before making statements which are - again, no offence
>>> intended, but frankly - nonsense.  Transfinite numbers do not obey the same
>>> rules as finite numbers.  Which can be counter-intuitive and take some
>>> getting used to, but ... that's the way it is.
>>> Best wishes
>>> Rob Cliffe
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>>
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