Monday, May 04, 2009


JSH: The Simple Lie

The fact that with integers x^2 - Dy^2 = 1, can always be solved by integer solutions to j^2 - Dk^2 = -1, using x = 2j^2 + 1, is just a mathematical reality.

The belief that modern mathematicians give a damn about their field and value knowledge over basic human politics is a simple lie.

So I can show 9^2 - 5*4^2 = 1, is given by x = 2*2^2 + 1, as 2^2 - 5*1^2 = -1, but you can ignore that because you wish.

And modern mathematicians who pathetically don't give a damn about anything but their grants so they can pay their mortgages I guess, can get away with a simple lie.

Check online sources on Pell's Equation:'s_equation

See if you can see something so simple mentioned. I selected that result as it reduces to saying that given an integer solution to the equation often called the negative Pell's Equation you ALWAYS have a solution to Pell's Equation in integers.


A mathematical absolute.

Now that result probably was known to Fermat and Euler but incompetence entered the math field in the late 1800's and it kind of slipped through the cracks.

But if modern mathematicians were what they claim to be, so what? They'd just kind of laugh it off, note the obvious result and give me credit…oh.

Now you see where it's politics.

Can you imagine physicists stopping with a result in an area with two thousand years of research interest to prevent one man from getting credit?

Why do you admire mathematicians so much? When they lie to you in return?

Maybe some of you need to value yourselves and your knowledge better as that is nothing compared to the bigger lies that cover Galois Theory and shift what you think you know about Group Theory.

Your loss is just about history. When humanity adjusts and corrects, and much of your research is tossed on the heap, students later may read about you in a paragraph and imagine there is no way they could have been like you.

But you are you. History is waiting to happen. The destruction of your research is today.

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