Tuesday, October 03, 2006
JSH: Too easy?
So yeah, the math is so easy it's trivial. And just like that the factoring problem is gone as a hard problem.
And with a simple example—just doodling—I can disprove standard teaching on Galois Theory, ideal theory and about the ring of algebraic integers with some simple algebra that proves y-x has 2 as a factor when
x^2 - 5x + 2 = 0
and
y^2 - 7y + 2 = 0
and it's too easy so I wonder.
Sorry that's not correct as y-x either has 2 as a factor or it is coprime to 2, which ends the debate with a trivial example.
Those of you who think you can be mathematicians are running out of time.
Obviously part of the logic in a drawn out process is to remove hiding places for people who later will claim they didn't get a chance, as my position has been clear for some time—there are too many people calling themselves mathematicians.
Personally I think there may be a hundred research level mathematicians possible with the current world population, if that many.
It is my duty to cull out the rest of you.
It is my duty to the future.
The story HAD to be dramatic as my predecessors made hard acts to follow.
The fate of the world depends on continued progress and development, now more than ever.
We have less than thirty years. We have to get it right or go extinct far more quickly than your primitive minds think possible—within two hundred years.
And I intend on having us get it right, so you now know what's at stake with maybe some appreciation of how wrong some of you have been.
I am the successor in the line of Archimedes, Newton and Gauss, and other names you just know as some people you read about in history books.
The last few years have shown that none of you have a clue what it is like to face someone like me in the real world, not as some distant figure you read about in some history book.
My mission is simple—push forward progress—and without people like me, there is no future, as there would have been no history—or maybe I should say, no history worth mentioning.
And with a simple example—just doodling—I can disprove standard teaching on Galois Theory, ideal theory and about the ring of algebraic integers with some simple algebra that proves y-x has 2 as a factor when
x^2 - 5x + 2 = 0
and
y^2 - 7y + 2 = 0
and it's too easy so I wonder.
Sorry that's not correct as y-x either has 2 as a factor or it is coprime to 2, which ends the debate with a trivial example.
Those of you who think you can be mathematicians are running out of time.
Obviously part of the logic in a drawn out process is to remove hiding places for people who later will claim they didn't get a chance, as my position has been clear for some time—there are too many people calling themselves mathematicians.
Personally I think there may be a hundred research level mathematicians possible with the current world population, if that many.
It is my duty to cull out the rest of you.
It is my duty to the future.
The story HAD to be dramatic as my predecessors made hard acts to follow.
The fate of the world depends on continued progress and development, now more than ever.
We have less than thirty years. We have to get it right or go extinct far more quickly than your primitive minds think possible—within two hundred years.
And I intend on having us get it right, so you now know what's at stake with maybe some appreciation of how wrong some of you have been.
I am the successor in the line of Archimedes, Newton and Gauss, and other names you just know as some people you read about in history books.
The last few years have shown that none of you have a clue what it is like to face someone like me in the real world, not as some distant figure you read about in some history book.
My mission is simple—push forward progress—and without people like me, there is no future, as there would have been no history—or maybe I should say, no history worth mentioning.
# posted by James Harris @ 00:43 
