I love this presentation. I appreciate the fact she doesn't shy away from the proof but delivers it in a digestible way. Thank you very much for sharing!
I'm on nodding terms with the recent research, and I have to say that her explanation of admissible prime k-tuples was a very useful and intuitive way to explain it to a lay audience.
After I watched your lecture I received new insight into the order of prime numbers. For the first time, I can actually predict the outcome of my calculations in an ordered manner. Hopefully, I will surprise you soon.
I found another way to think about twin prime numbers, in terms of modular arithmetic. Does a pair of prime numbers, starting with 5 and 7, occur consecutively an infinite number of times, congruent to 5 mod 6 and 1 mod 6?
![Почему простые числа образуют спирали? [3Blue1Brown]](http://i.ytimg.com/vi/DxntHp7-wbg/mqdefault.jpg)
I love this presentation. I appreciate the fact she doesn't shy away from the proof but delivers it in a digestible way. Thank you very much for sharing!
I'm on nodding terms with the recent research, and I have to say that her explanation of admissible prime k-tuples was a very useful and intuitive way to explain it to a lay audience.
After I watched your lecture I received new insight into the order of prime numbers. For the first time, I can actually predict the outcome of my calculations in an ordered manner. Hopefully, I will surprise you soon.
Very good lecture. I'm rather calculus guy, not number theory guy, but I enjoy this lecture very much.
Great presentation. She knew her stuff. RIP
RIP Vicky ❤
Only just found of your passing . So sad ❤
I found another way to think about twin prime numbers, in terms of modular arithmetic. Does a pair of prime numbers, starting with 5 and 7, occur consecutively an infinite number of times, congruent to 5 mod 6 and 1 mod 6?
What about primes in arithmetic progressions of only 48 lenth with the same reason witch is a primoriel
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Dynamical illusionism
Learnt nothing thanks you!