A (Correct) Poincare Proof!?
aphyscher writes "About a year ago, there was an
announcement that M.J. Dunwoody had proved the (in)famous
Poincare conjecture.
His paper turned out to have a slight problem, and so it remained unsolved...
until perhaps now!
Sergey Nikitin has posted a preprint of what may perhaps be an actual proof."
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kthx
... I think the rest of us would be satisfied by a videotape instead.
As long as it's not quicktime or other proprietary format.
-- If god wanted me to have a sig, he'd have given me a sense of humor.
It's simple
N=N+1
Therefore God must exist.
-=[ Who Is John Galt? ]=-
Do you realize you are bordering on 1000 posts!? Your a maniac! :)
-=[ Who Is John Galt? ]=-
What I mean is a maximum limitation to be eligble for the voucher (perhaps I need to revise my sig), i.e., you cannot qualify for a voucher unless you can demonstrate need.
The purpose of the argument is to demonstrate that the real objection is not about quality of education, it's about the powerful in this country staying powerful by limiting the choices of the less powerful.
If your bitterest enemies are people who hack the heads off civilians, then I would say you're doing something right.
Danica McKellar, who played Winnie Cooper on The Wonder Years, has a degree in mathematics from UCLA.
It takes a long time to turn around a failing school. Having a solid educational foundation is critical for elementary school children in setting the tone for their future in education. Those kids don't have 5 years to wait on the district. They need a solution now.
That said, vouchers are only one part in a total school system solution. Here are some things I thought of off the top of my head. (FWIW, I'm a single parent of a 6 year old who attends a National Blue Ribbon public elementary school.)
As we all know, good schools are only 50% of education. The other 50% is a good home. Districts can't solve those problems, but they can help by encouraging parents who do care to participate in ways that help more children than just their own.
Cheers,
-l
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Sigh. Someone flamed me, and did it anonymously. If you followed the flame link and are curious about what mathematical work could generate so much heat, then look at http://groups.msn.com/AmateurMath, as I'm one of the most well known people in math circles that most of you have probably never heard of. Oh, and after you look around you should check out a Java implementation of THE prime counting function at http://groups.msn.com/AmateurMath/page.msnw?&pss=k .
(Yes I'm trying to make lemonade out of a lemon.)
James Harris
Flamed again. I guess I'm wearing a sign "Flame me on SlashDot" or something. Um, I'm less than interested in dealing with mad mathematicians on SlashDot, any advice? Can anyone offer some help? Or is flaming standard operations here?