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An Interesting Pattern in the Prime Numbers: Parallax Compression

novaspivack.com

21–30 of 195 posts

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#21

Yep - we are not claiming to be mathematicians, we're pattern hunters... this is an open invitation to others with more expertise to chime in and help figure this out... it's possible it is a minor discovery or even not a discovery... or it could be useful or even very useful. We don't know. Please help us explore it!

Either way, hearing a mathematician explain why this is a non-discovery would still be interesting to pretty much anyone who doesn't study primes. Kudos on a cool visualization.

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#22
Just run a search on: prime numbers fractal, and many interesting articles (both academic and other) will surface. Search for: zeta function fractal, and you'll find more. I'm no mathematician but it wouldn't surprise me if two very deep fields turn out to be different "manifestations" of some deeper underlying truth, and I then wonder about the possibility of a larger grand unified theory that includes both maths and physics that would have far reaching insights which would go beyond both mathematics and physics, but then I realise that perhaps I've seen too many movies :-)

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#23
If this can really map prime numbers to a least a general region, would we be able to break Diffie-hellman key exchange more quickly?

If so this could be a huge blow to security.

But I must say this is amazing that they were able to visualize prime numbers in this way. These guys are geniuses.

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#24
post #4

The pattern looks nice, but I would have asked some mathematicians before announcing this as something novel.

>The pattern looks nice, but I would have asked some mathematicians before announcing this as something novel.

The blog post serves that function.

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#25
post #14

My gut sense is that this has something to do with visualizing the sieve of Eratosthenes, and nothing more than that. But I'd be happy to hear otherwise.

Other than the sieve of Eratosthenes being a way to compute a finite list of primes I don't see the relationship here. Could you elaborate?

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#27
A few quick observations:

- The right edge of the triangle is always red (ie, no primes present), because it represents (row number) * (3* (row number)+[1..6])

- Prime numbered rows are always black (except the far right column). I can sort of feel why this is true but can't express it mathematically yet.

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#28
The Telegram link leads to a distribution channel, not a group, so one cannot actually discuss it there. I let the author know through the contact feature on the website, as it might be unintentional.

Edit: The link was changed to a group (at the bottom of the post).

Re: An Interesting Pattern in the Prime Numbers: Parallax Compression

#29

Is there are particular reasoning or meaning to each dot being 6 numbers? Is there any significant changes if you pick other numbers per dot, following the same pattern? Based on the linked explanation here: https://beta.observablehq.com/@montyxcantsin/unwinding-the-u...

I was wondering this myself. I skimmed to the code but can't find any variable for this.
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