Date: Jan 30, 2013 6:02 AM Author: William Hughes Subject: Re: Matheology § 203

Summary. We have agreed that

For a potentially infinite list L, the

antidiagonal of L is not a line of L.

The question is:

Does this imply

There is no potentially infinite list

of potentially infinite 0/1 sequences, L,

with the property that

any potentially infinite 0/1 sequence, s,

is one of the lines

of L.

?