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March 26th, 2018, 10:57 PM   #1
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Proof of Legendre's conjecture

Hi Guys,
I'd like to share with you my proof of Legendre's conjecture, that there is always a prime between n^2 and (n+1)^2.
It's very simple and intuitive - based on my idea of patterns of divisibility of numbers.
What do you think about it?

https://youtu.be/Q4qpsdNugFk

Marcin
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March 27th, 2018, 06:48 AM   #2
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Is there any possibility of you being able write it out on a single image or in this post? it's just that I am terrible with following videos
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March 28th, 2018, 06:56 AM   #3
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Hi I really think you would benefit from the analysis software I make in maple, here is a video showing an example of some patterns of divisibility as you call them, but I have written the software so that any arithmetic function can be defined and the distribution viewed for the integer parameters indicated

https://youtu.be/bKznQMCUjyc
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March 28th, 2018, 03:57 PM   #4
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Quote:
Originally Posted by MarcinLesniak View Post
Hi Guys,
I'd like to share with you my proof of Legendre's conjecture, that there is always a prime between n^2 and (n+1)^2.
It's very simple and intuitive - based on my idea of patterns of divisibility of numbers.
What do you think about it?

https://youtu.be/Q4qpsdNugFk

Marcin
The link doesn't work.

-Dan
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