Harristotelian Logic

There is one problem that some of you may be considering, as if I did figure out my own factoring method—primarily to force mathematicians to acknowledge my other mathematical research—and if so much of my mathematical research is so huge that it could upend so much, how could they ever think they'd win?

Why would anyone fight a battle they couldn't win? Why the Math Wars if mathematicians to some extent realized I was a person with major mathematical results who had pushed the frontiers of human knowledge in several areas?

My analysis—speculation—is that there were two key rationalizations:

1. As long as they kept status, woke up each day to go in front of students who believed in them, and the world believed in them, mathematicians felt the end justified the means.


2. They tried to figure out what they would do, if they were me. If they had major mathematical results, but noone believed them, and they concluded that they would steadily break-down, go insane or even might commit suicide.

I at times helped that view as it gave me breathing room. Usenet was a battleground for many reasons, not the least of which was my need to be certain that mathematicians around the world maintained some hope that eventually I might simply take myself out.

So if they waited long enough, I might solve myself as a problem.

But they don't understand someone like me.

History has lots of stories of melt-downs by mathematical people and it has long been considered that people who have deep insights into mathematics are often mentally unstable, and likely to suffer tremendous melt-downs and take themselves out.

But no major mathematical discoverer at my level has ever failed.

Not in all of human history, and they didn't understand that I would not allow myself to be the first.

And I am more than capable of changing the entire world if necessary to make certain that mathematics progresses.

After all, that is why I was born in the first place.

If mathematicians maintain enough power to continue to block as they have in the past, then I will simply push forward the factoring research, or just find something else.