On Tue, 26 Feb 2013 00:51:32 -0600, Don Kuenz <email@example.com> wrote in <news:firstname.lastname@example.org> in rec.arts.sf.written,sci.math:
> Answering my own question, Cantor's conjectures
> concern set theory and only tangentially touch on the > infinities of complex variables. Using beginner's > language, Cantor uses two sets to define two levels of > infinity. One set, Aleph-0, holds countable infinity. The > other set, Aleph-1, holds continuum infinity,
This is neither provable nor refutable from the usual axioms of set theory.
> which includes Aleph-0, along with every possible > arrangement of Aleph-0. The infinities of complex > variables
As it stands, this is meaningless.
> belong to both sets, as does every other common > infinity found in mathematical literature.