Re: a question for the anti-Cantorians

Robert Kolker wrote:
> Ross A. Finlayson wrote:
> >
> > The set of all sets is its own powerset.
>
> The class of all sets is not a set. If it were a contradiction would
> occur. The collection of all sets is a proper class.
>
> Bob Kolker

What's the class of all classes?

There are theories besides mine with a set of all sets, the universal
set. I can actually tell you a variety of reasons why that is so, and
have.

Speaking of the universe, why are you so mute about the universe being
infinite and infinite sets. It's a direct statement, it fits in a
short paragraph, I could repeat it again here, but you've said that you
have no opinion about it. Does it not mesh with your worldview?

That statement, according to your ultimatums, should be easy for you to
dispatch.

Skolemize, your model is countable.

Ha ha ha!

Ross F.

.

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