The result was Unzipped (a.k.a. Delete) -- as per the consensus of this discussion. Pastor Theo (talk) 09:42, 24 July 2009 (UTC)Reply[reply]
The "theorem" is too obvious. Here is the better proof: That in a topological space converges to a point L means that every neighborhood of
contains all but finitely many
. Obviously, if
and
, then every neighborhood of
contains all but finitely many
and
. This is just logic. (What is not so obvious is that what if we have infinitely many sequences converging to L.) -- Taku (talk) 22:41, 16 July 2009 (UTC)Reply[reply]