The Hodge Conjecture

Originally posted by Nordlys
We covered avoidance so well in second grade that we never got around to anything else after that.

I think we proved the Hodge Conjecture between finger painting and snack time.

Originally posted by XanthosNZ
That's the question.

You neglected to mention that Clay Mathematics Institute offers a reward of $1,000,000 for the solution. Are you willing to share the money if we help you?

Originally posted by XanthosNZ
BUMP

Still working on it...

Originally posted by bbarr
Still working on it...

You're slow. Noodles already proved the Riemann Hypothesis and has nearly finished constructing both a proof of and a counterexample to the Hodge conjecture, as well as fundamental results in the foundations of mathematics about why that isn't weird at all. If Tha Ivory Tower were still a potent force on RHP, you would totally not be given tenure.

Originally posted by ChronicLeaky
You're slow. Noodles already proved the Riemann Hypothesis and has nearly finished constructing both a proof of and a counterexample to the Hodge conjecture, as well as fundamental results in the foundations of mathematics about why that isn't weird at all. If Tha Ivory Tower were still a potent force on RHP, you would totally not be given tenure.

I have discovered a marvellous proof and written down some notes in the margin of a book somewhere. It isn't complete because it was too narrow to fit it all in.

Originally posted by lausey
I have discovered a marvellous proof and written down some notes in the margin of a book somewhere. It isn't complete because it was too narrow to fit it all in.

Well done! It seems everyone who's anyone on RHP has proved the Hodge Conjecture. I'd like to be someone, so I'm trying to show that it's both consistent and inconsistent with the little-known Axiom of Voice, which states that the truth of any mathematical theorem depends only on how loud the proof or disproof is shouted.

Originally posted by lausey
I have discovered a marvellous proof and written down some notes in the margin of a book somewhere. It isn't complete because it was too narrow to fit it all in.

No one will ever find it, and it will become known as Lausey's Last Theorem.

Originally posted by HandyAndy
No one will ever find it, and it will become known as Lausey's Last Theorem.

I'm still working on the Hodge-Podge hypothesis, but so far it's been fragmented.