lesterDELzick@worldnet.att.net (Lester Zick) wrote in message news:<3fc797af.1661458@netnews.att.net>...
On 28 Nov 2003 09:16:10 -0800,
jstevh@msn.com (James Harris) in
sci.cognitive wrote:
Well I claim that my prime formula is a great discovery, while others
keep posting that it's not important at all!
However, I know exactly how my formula works, so it seems to me that a
good check of others is to see if they do as well.
So I have a simple challenge. Posters assertions imply expertise, and
at a minimum that expertise should involve understanding *how* my
formula works.
So I'll give them a couple of weeks to try and explain it in this
thread, then if all goes according to plan I'll explain to you how it
works, and you can see who is the real expert.
Let me see if I have the general idea. First you delete sci.cognitive
from your address list and then we all agree that the algorithm works
whatever it is.
The relevance to sci.cognitive is that not only does my discovery
represent an intriguing case of a unique find in a well-worked
area--as prime numbers are VERY well worked--it also raises questions
about how human beings think.
Why did it take so long before anyone found my formula?
How readily do most people understand something that I'll tell you
relies on VERY simple ideas?
Why would mathematicians fight even *recording* it, challenging the
very values that define them!!! Like, modern mathematicians make
claims about beauty and purity in mathematics, where practical
applications and practical concerns are secondary to the "purity" of
mathematical knowledge gained for the sake of knowledge itself.
There are so many issues for the cognitive sciences that I could go on
and on.
It's fascinating and exciting as it all plays out.
Oh yeah, lest readers forget, the point of this thread is to see if
people claiming my math discovery that can count and *find* prime
numbers is unimportant and not worth acknowledging can prove expertise
by managing to explain how it works.
From my own understanding of how the human brain works, it will be
difficult for posters to lie about the value, yet manage to accurately
explain how it works!
You see, it's like there's a switch in people's heads that goes one
way or another. If they're going to lie about my work, they lose
cognitive function necessary to accurately explain how it works...or
at least that's my theory.
James Harris
"My math discoveries, found for profit"
http://mathforprofit.blogspot.com/