Schinzel's hypothesis H
English edit
Etymology edit
Named after Andrzej Schinzel.
Proper noun edit
- (number theory) A famous open problem in mathematics, the hypothesis stating that, for every finite collection of non-constant irreducible polynomials over the integers with positive leading coefficients, one of the following conditions holds: (i) there are infinitely many positive integers such that all of are simultaneously prime numbers, or (ii) there is an integer (called a fixed divisor) which always divides the product .