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the beauty of prime numbers in cryptography 

Jeffrey Ventrella
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This animation was made in collaboration with Michael Dunworth. We had been exploring prime number visualizations in the context of cryptography, and decided to turn it into a video.
This video is not intended to be used as a complete technical tutorial on primes in cryptosystems. Rather, it is an impressionistic and highly-visual exploration of some basic mathematical principles behind crypto, such as prime factorization, modular arithmetic, and exponentiation.
The original inspiration is based on divisorplot.com/ which has an interface for interactive exploration of composite number patterns.
As of April 2022, work is still ongoing, and we hope to come up with some cool new animations with prime number patterns. We may not make any important discoveries or useful designs, but we are dedicated to making these concepts visually stimulating, and we hope it will be interesting to non-technical people. The subject of digital security is becoming increasingly important in daily life. We figure having a little fun with it and offering up some visual playthings can't hurt.
See more visual math at mathviz.com/

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2 ноя 2022

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Комментарии : 18   
@stevelin3659
@stevelin3659 Год назад
This feels like a table-of-contents for a 40 minute video.
@DemPilafian
@DemPilafian Год назад
*Luck cryptography illustration:* Ask someone what are two whole numbers greater than 1 that multiplied together equal 91. After a few moments, apologize for asking a tricky question and then ask what is the unluckiest number 13 times the luckiest number 7?
@Andrew-wp1bz
@Andrew-wp1bz Год назад
Don’t know how or why this got shoved in my feed, but excellent video!
@TactfulWaggle
@TactfulWaggle Год назад
This was super interesting, the way it's presented is highly professional and easy to understand, the visuals and animations are really good. I thought i was watching something from a big channel with millions of views, to my surprise i scrolled down to see comments i see only 5 and only 300 views, you deserve way more!
@NonTwinBrothers
@NonTwinBrothers Год назад
Lol, much of the opposite here. I subscribed when I was 12 and only now has he uploaded stuff. I was surprised to see all these comments
@TactfulWaggle
@TactfulWaggle Год назад
@@NonTwinBrothers how long ago was that
@NonTwinBrothers
@NonTwinBrothers Год назад
@@TactfulWaggle 7 years ago. He's only ever uploaded tiny vids here, but his website is what drew me in
@TactfulWaggle
@TactfulWaggle Год назад
@@NonTwinBrothers wow that's a long time ago, this is a very interesting case, you know 7 years ago sounded like even before i learned to speak english, but i realized that it's only 2015, i learned english at 2014, that's wild
@danny_racho
@danny_racho Год назад
Nice video. But it would have been nice to explain at least on key decrypting method instead of saying 10 times "cryptography is complex"
@giggabiite4417
@giggabiite4417 Год назад
This was really incredible to watch, though I had to back up a few times to make sure I knew what was happening. Makes me want to learn more about the mathematics behind cryptography! (though I'm also now a little scared of it lol)
@Tondadrd
@Tondadrd Год назад
I could follow, except for elliptic cryptography, as I was studying this stuff. Quite a niche audience. Nice vid!
@goodguyholmes5329
@goodguyholmes5329 Год назад
Fascinating! I was really surprised to see only 700-800 views after watching. Great orating as well, had me chuckle with "big, honking primes"
@daddyoftheabyss4992
@daddyoftheabyss4992 Год назад
amazing. just amazing. as a person that always liked math, but never studied it deeper than high-school level, I find this aesthetically pleasing and creatively inspiring and rekindles my love for maths. keep up the great work!
@wrblxyz
@wrblxyz Год назад
Thanks you for this! It’s both informative and inspiring ❤
@mikip3242
@mikip3242 Год назад
Bravo
@kwiky5643
@kwiky5643 25 дней назад
Well this was awesome thank you
@NicholasPellegrino
@NicholasPellegrino Год назад
Wayyy too shallow. Didn't teach anything, just gave another oversimplified explanation.
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