From: David Bernier on
Dan Cass wrote:
>> Is pointless topology the study of some empty space?
>
> I read somewhere that Empty Space was the little-known
> sixth Space Girl, along with Baby Space, Sporty Space, etc.
>
> Apparantly Empty Space was even ditzier than the others...

I'd be glad if someone could tell me which was born
earlier, was it Dilbert Space or Empty Space?

And also, were they ever an item, if you know what I mean ...


Thanks,

David Bernier
From: Dan Cass on
> Dan Cass wrote:
> >> Is pointless topology the study of some empty
> space?
> >
> > I read somewhere that Empty Space was the
> little-known
> > sixth Space Girl, along with Baby Space, Sporty
> Space, etc.
> >
> > Apparantly Empty Space was even ditzier than the
> others...
>
> I'd be glad if someone could tell me which was born
> earlier, was it Dilbert Space or Empty Space?
>
> And also, were they ever an item, if you know what I
> mean ...
>
>
> Thanks,
>
> David Bernier

Not quite sure who Dilbert Space was...
Does it refer to the cartoon "Dilbert",
or is it a joke on "Hilbert Space"?

If the latter, then Dilbert Space was infinitely
older than Empty Space, and the two were an item,
with Empty Space "looking up" to Dilbert Space.
But Dilbert would not even consider Empty Space to
be a subspace of himself, since Dilbert insisted
on zero being an element of any subspace.
Sad, really.
From: Norbert_Paul on
William Elliot wrote:
> On Wed, 24 Mar 2010, Norbert_Paul wrote:
>
>> William Elliot wrote:
>>> Is pointless topology the study of some empty space?
>> No.
>> It is the study of /the/ empty space.
>
> Oh, some unique empty space.
The empty topological space is the pair ({},{{}}).

> However, according to the theory of pointless topology
> only sober spaces are pointless. Such is the absurd
> results of abstract nonsense, technically know as
> category theory.
What is a sober space?
What is an absurd result?

Definition(absurd result)
A result is called /absurd/ iff ...(please continue)

From: Frederick Williams on
Norbert_Paul wrote:

> What is a sober space?

I'm sure there's a joke about Stoned ualtity to be made here.

> What is an absurd result?

The sum of any absurd series. An absurd series is any series other than
the harmonic series.

--
I can't go on, I'll go on.
From: nigel on
Norbert_Paul wrote:

> William Elliot wrote:
>
>> Is pointless topology the study of some empty space?
>
> No.
> It is the study of /the/ empty space.
>

Is /dev/null part of the empty space?

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