This dataset is a sequence of Sophie Germain primes generated by the polynomial P(n) = 3n^2 + 3n + 23. I raise the question of whether there are infinitely many such primes.

NIAID Data Ecosystem20

Sophie Germain primes generated by the Euler's polynomial n^2 + n + 41 (sequence)

多项式生成素数

索菲·热尔曼素数

The following dataset is a sequence of Sophie Germain primes generated by the famous Euler's polynomial n^2 + n + 41. I raise the question of the existence of infinitely many such primes.

NIAID Data Ecosystem10

Prime numbers generated by the polynomial f(n) = n^2 - 79n + 1601 that are simultaneously Sophie Germain primes and emirps (sequence)

多项式生成素数

SophieGermain素数与emirps

This dataset is a sequence of prime numbers generated by the polynomial f(n) = n^2 - 79n + 1601 that are simultaneously Sophie Germain primes and emirps. I raise the question of whether there are infi

NIAID Data Ecosystem10

Happy primes generated by the polynomial f(n) = n^2 -79n + 1601 (sequence)

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Happy primes generated by the polynomial f(n) = n^2 -79n + 1601 (sequence)

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