Re: Two results of set geometry

On Sep 26, 11:18 am, WM <mueck...@xxxxxxxxxxxxxxxxx> wrote:
On 26 Sep., 16:48, William Hughes <wpihug...@xxxxxxxxxxx> wrote:

<snip>

No. omega is the *complete column*, a set of elements.
There is no element in the complete column that
is not in the set of rows. Thus there is no element
in the complete column that completes the set of elements
of the column. The *complete column* is not *completed*.

Then we can say omega + 1 = omega?


No. If you append one 1 to the *complete column* you
get a different column of length omega +1.
The fact that *complete column* is not *completed*
does not change this fact. Even though the *complete
column* is not *completed* there is no hole where we
could stick the one.

- William Hughes


.

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