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Sophie Germain Prime Search found World Record twin primes [pdf]

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Re: Sophie Germain Prime Search found World Record twin primes [pdf]

#6
post #2

It's incredibly fascinating how very simple constructs like primes have such complexity to them. It's very easy for a 14 year old to formulate questions relating to primes that noone can answer.

Noone is a pretty smart guy. But there are questions that no one, not even he, can answer.

Re: Sophie Germain Prime Search found World Record twin primes [pdf]

#7
post #6
post #2

It's incredibly fascinating how very simple constructs like primes have such complexity to them. It's very easy for a 14 year old to formulate questions relating to primes that noone can answer.

Noone is a pretty smart guy. But there are questions that no one, not even he, can answer.

gnome Ann's best friend perhaps? https://xkcd.com/1704/

Re: Sophie Germain Prime Search found World Record twin primes [pdf]

#8
post #6
post #2

It's incredibly fascinating how very simple constructs like primes have such complexity to them. It's very easy for a 14 year old to formulate questions relating to primes that noone can answer.

Noone is a pretty smart guy. But there are questions that no one, not even he, can answer.

Noone is smart, but Anon is pithy. Anon came up with a ton of choice quotes and sayings, I wonder if he was a contemporary of Aesop?

Re: Sophie Germain Prime Search found World Record twin primes [pdf]

#10

Are there chains of Sophie Germain primes? e.g., p is prime 2p + 1 is prime 2(2p + 1) + 1 is prime...

Wikipedia says these are called Cunningham chains: https://en.wikipedia.org/wiki/Cunningham_chain

There are no infinite chains, but there are conjectured to be inifinitely many finite chains of every possible length.