On Fri, Aug 12, 2022, 3:33 PM John Clark <[email protected]> wrote:

> On Fri, Aug 12, 2022 at 3:09 PM Jason Resch <[email protected]> wrote:
>
> *> If there were zero objects in the universe then the concept of zero
>> would necessarily exist to preserve the property of the number of physical
>> objects in that nothing. If the concept of zero exists then at least 'one'
>> abstract entity must exist, the one number zero. Now 'two' abstract numbers
>> exist, 'one' and 'zero'. Et cetera.*
>
>
> You're making the argument that there must be more than just one thing in
> the universe and therefore it can not consist of infinite unbounded
> homogeneity, and therefore the universe is not nothing, and therefore the
> universe is something, and therefore it exists. And that's all very fine
> but it's irrelevant because your claim was that 2+2=4 would exist even if
> the universe did not. I maintain it would not. I'm certainly not saying
>  2+2 =4 has no meaning, I'm saying it has a meaning precisely because the
> universe exists. I'm saying that physics is more fundamental than
> mathematics.
>

You defined nothing as a universe of zero physical objects. And have said a
number N is meaningless without at least N things in that universe to count.

Is zero meaningless in a universe with zero physical things?

You might argue that it is, but I would say zero is necessary for the
operation and preservation of such a universe of zero objects. Otherwise
without some rule saying "the number of physical objects is and shall
always be 0" what is to stop the nothing from becoming a universe having a
non zero number of objects?

I don't see any way from escaping the necessity of rules and the number
zero, for a nothing of the kind you describe.

Not do I see a way for zero to exist apart from all the other numbers. Zero
has properties, including factors. The factors of zero include all integers.

Jason

>
>

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