Woodall's conjecture
= Woodall's conjecture
{wiki=Woodall's_conjecture}
Woodall's conjecture is a statement in number theory related to prime numbers. It posits that for every positive integer \\( n \\), there exists a prime number that can be expressed in the form \\( n \\cdot 2^n - 1 \\). The conjecture is named after mathematician Richard Woodall, who suggested it in the context of prime-generating formulas.