Szymanski's conjecture
= Szymanski's conjecture
{wiki=Szymanski's_conjecture}
Szymanski's conjecture refers to a problem in the field of number theory, particularly concerning prime numbers. Specifically, it conjectures the existence of infinitely many primes of a certain form related to the sequence of prime numbers. The conjecture states that for any integer \\( n \\geq 1 \\), there are infinitely many primes of the form \\( p_k = k^2 + n \\) for some positive integer \\( k \\).