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Message
Posted on 4/6/23 at 9:36 pm to Ingeniero
First, thrilled to see young people vibing on math. Good for everyone involved.
However, a diminishing series is not a proof. It is essentially a limits approach that get gets you very close, but it is not a proof.
If it were a proof, the Pythagorean theorem would be a law.
If it were a proof, they would collect the bounty on Beal's conjecture, and also prove up Fermat's Enigma.
But alas, it is not. A diminishing series is just that. But it does not prove this theorem.
Still, congrats to these curious minded young people for getting into it and working so hard.
However, a diminishing series is not a proof. It is essentially a limits approach that get gets you very close, but it is not a proof.
If it were a proof, the Pythagorean theorem would be a law.
If it were a proof, they would collect the bounty on Beal's conjecture, and also prove up Fermat's Enigma.
But alas, it is not. A diminishing series is just that. But it does not prove this theorem.
Still, congrats to these curious minded young people for getting into it and working so hard.
Posted on 4/6/23 at 9:44 pm to 427Nova
quote:
427Nova
Have another downvote.
Posted on 4/6/23 at 10:01 pm to SalE
quote:
Noble Prize
There is no Nobel prize for math. Mathematicians can win the Fields Medal
Posted on 4/6/23 at 10:13 pm to Ingeniero
quote:
They ended up using some infinite series along with trigonometric identities.
Obviously.
Posted on 4/6/23 at 10:16 pm to Ingeniero
So can some baws building a deck prove it with a tape measure equilibrating the diagonal length of the deck corners both ways, therefore squaring a deck of all 4 corners at a 90 degree angle without using a square?
Posted on 4/6/23 at 10:30 pm to 427Nova
quote:
Sure. I’m suppose to believe 2 teenagers out thought the greatest mathematicians in world. Guys with 180 IQ’s. This isn’t Good Will Hunting.
Yeah kinda miraculously solved two months after the release of Chat GPT
Posted on 4/6/23 at 10:32 pm to Obtuse1
A group in Switzerland anyway...not quite in that category but impressive
Posted on 4/6/23 at 10:32 pm to Ingeniero
quote:
They ended up using some infinite series along with trigonometric identities.
Well DUH! It was plain as day!
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