Wednesday, December 24, 2003

 

New yahoo group, important works available

Much of my important work has been explained in greater detail through files available through the MSN group I had set up for Amateur Mathematicans.

In the past, some of you have complained about MSN, and the requirement of implementing the MSN passport in order to access this body of work.

Now I have addressed such objections by creating a new group on Yahoo, which should be easier to access. The address for the new group is

http://groups.yahoo.com/group/trollsareus/

Nevermind the group name, this was chosen in mock irony during a moment of realization that the group names on Yahoo simply can not be as descriptive as those on MSN due to space limitations.

I have been thinking about resuming chat discussion sessions, and will base my decision in part on the interest this new group garners over the upcoming weeks.

[A reply to Arturo Magidin.]

Note that Arturo Magidin is an incompetent liar and a chronic newsgroup stalker.

Not too long ago I made a post stepping through my proof of Fermat's Last Theorem for p=3 that's not that much different from my Part 2. I felt that it was clearly interesting enough mathematics that a competent mathematician or an honest one would have to admit the truth, so that's what I said.

I ended that post by saying that only an incompetent mathematician or a liar could post against it. I said that because the argument is so simple, direct, and especially because it has to do with Fermat's Last Theorem.

Yet Magidin posted against it. He insinuated that the argument was false, and continued that position through repeated posts, only to finally claim that he would not discuss things further as he was killfiling me.

Some of you may think I call Magidin a liar because of the question of whether or not rational numbers find their way into the ring I use in my proof.

I'm not such an amateur or so stupid that I will be pushed off of a correct proof by a meaningless objection.

I maintain that Magidin is indeed either incompetent as a mathematician, or more likely a liar, or both.





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