Prefer a chat interface with context about you and your work?
Quadratic Polynomials which have a High Density of Prime Values
The University of Manitoba Sieve Unit is used to find several values of $A ( > 0)$ such that the quadratic polynomial ${x^2} + x + A$ will have a large asymptotic density of prime values. The Hardy-Littlewood constants which characterize this density are also evaluated.