Defines integrally Hilbertian rings over Krull domains and proves a polynomial Schinzel hypothesis for irreducibility in Z[U] when Z is such a ring.
Simultaneous prime specializations of polynomials over finite fields
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Integrally Hilbertian rings and the polynomial Schinzel hypothesis
Defines integrally Hilbertian rings over Krull domains and proves a polynomial Schinzel hypothesis for irreducibility in Z[U] when Z is such a ring.