= Waring's prime number conjecture
{wiki=Waring's_prime_number_conjecture}
Waring's prime number conjecture is an extension of Waring's problem, which originally deals with the representation of natural numbers as sums of a fixed number of powers of natural numbers. Specifically, Waring's problem states that for any natural number \\( k \\), there exists a minimum integer \\( g(k) \\) such that every natural number can be expressed as the sum of at most \\( g(k) \\) \\( k \\)-th powers of natural numbers.
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