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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. "
I know I'm poised to make a huge breakthrough, unfortunately I can never seem to make it over that last hurdle, which is, you know.. to make the actual breakthrough.
Starsucks
And being an associate professor and at the University of Utah. Why oh why do they flood us with these details? :(
This proof will be the final step in achieving a 10x performance increase in the DNF rendering engine. We can expect to see DNF released shortly after this guy completes the solution.
Do not try to read the dupe, thats impossible. Instead, only try to realize the truth
What truth?
There is no dupe
Because Indians are naturally better at higher math than other ethnic groups. Which is why, incidentally, that the early settlers in America tried to wipe them out.
You can't add pianos and telephones.
That may be true, but you'll never truly understand Algebra until you read it in its original Klingon.
Too late, the San Francisco 49ers already drafted him.
Oh wait.
I have discovered a truely remarkable proof for this theorem which the bandwidth of the server is unable to contain.