Request for Peer Review - Refutation of Cantor Theorem Conclusion

Greetings All:

I am wrapping up a paper on a re-interpretation of Cantor's Theorem and
looking for 1-3 people who would be willing to volunteer 6-9 hours over
several weeks to do a peer review on the paper. The topic of the paper
is:

Title: Countably Infinite Powersets
Abstract: Given the infinite set of natural numbers N, it is shown that
the powerset P(N) is countably infinite and card(N) = card(P(N)).

I am looking for people with the following characteristics:

1. Open Mind: Cantor's Theorem's conclusion has been around for a long
time. The results of the paper take a step forward in solving a few
logical paradoxes based upon the diagonal argument. I am looking for
people who have an open mind that such a solution might exist. (Whether
I have one is what the peer review is for. :-)

2. Mentor: I am new at this, so I will make blantant mistakes and have
subtle errors. I am looking for someone who can mentor: suggest
alternate ways to state a proof, improve text, point out
misconceptions, and mark areas where the explanations are not clear.

3. Expert: Someone who is familiar enough with the subject area to
leverage their expertise and knowledge about what has been tried before
in order to identify pitfalls.

Credit will be given in the paper for your help.

For those who wish to review the paper to gather ideas or flame me that
it will never work, please wait until after the peer review so the i's
can be dotted, the t's crossed, and the obvious errors removed.

If you or someone you know if interested, you can contact me directly
at toaterra@xxxxxxxxx or post an email address on this list. Thanks for
your help.

Scott

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