Going Beyond Fermat's Last Theorem
amjith writes "An Indian mathematician, Chandrashekhar Khare, is poised to make a significant breakthrough in the field of number theory with his solution of part of a major outstanding problem in algebraic number theory. He is currently an associate professor in Mathematics Department of University of Utah. "
is in any way relevant why?
I have a feeling a lot of excellent math departments will be looking to hire this guy from Utah.
At least this Indian mathematician is still alive. :)
Even better, at least this Indian mathematician has a name.
If htis pans out as well as it looks like it will, this guy will be a full professor in no time flat.
Reject Fear - Embrace Hope
Is that unproffesionalism on his part? Or on the part of the idiotic journalists picking up a story before it was ready? Science works because scientists communicate. "Hey I plan on attacking this problem using this two part method. I'll let you know how it goes!" "Here is what I've done so far. That's part one. It looks like it's going well, but it might not work. I'll let you know how it goes!"
Being Indian is totally irrelevant to the story
*sigh*
But the story isn't using "Indian" in a racist way. It's merely an addition, perhaps to shed some "interesting" light on his background outside of his area of research. Not everything that mentions somebody's ethnicity is racist.
You sound like one of those overly-PC people who make things difficult for everyone, just for the sake of trying to live up to some misplaced "holier than thou" moral code.
Person1: "See those kids playing? One of them is my niece."
Person2: "Which one?"
Person1: "The black-haired one."
Person2: "There are six of them."
Person1: "The one in the blue shirt."
Person2: "That leaves four..."
Person1: "Ummm, the one with the sandals..."
Person2: "Three..."
Person1: "...and the red ball."
Person1: "Oh, you mean the black girl? Cute kid."
Waiting on a math major to give a long-winded set of analogies to make this somehow releevant to the masses....
If religous zealots don't believe in Evolution, then why are they so worried about bird flu?
I wonder, is there a second Serre's Conjecture, or do people not do research any more to see if their work has already been done? Every link I can find for Serre's Conjecture or Quillen-Suslin Theorem indicates that it has already been proved (Quillen got the Fields medal in 1978).
"There are a dozen opinions on a matter until you know the truth. Then there is only one." - CS Lewis (paraprhase)
Somebody mod the parent '-1 Misleading'. There are two problems commonly known as the "Serre conjecture", and the parent happens to point to the wrong one. This problem has very little to do with number theory.
It's probably best to refer to the conjecture that is on the verge of being solved as "Serre's reciprocity conjecture".
The other conjecture was solved in 1976, and ought to be called "The Quillen-Suslin Theorem", except that that also could refer to another related but different result.
So is Mexico. Are Mexicans Americans? What about Chileans?
Don't you hate meta-sigs?