In this excellent question it occurred to me that there is a subtractive Goldbach problem: Every even integer may be written as $p-q$ for primes $p,q$.
Does anyone have a reference for this problem?
In this excellent question it occurred to me that there is a subtractive Goldbach problem: Every even integer may be written as $p-q$ for primes $p,q$.
Does anyone have a reference for this problem?