Existence of a Quadratic Polynomial, Which Represents Infinitely Many Prime Numbers: Bunyakovsky's Conjecture for Degree Greater than One and the 4th Landau ProblemEasyChair Preprint no. 8203, version historyKeyphrases: Bunyakovsky’s conjecture, complete and subcomplete sequences, Euler’s 6k + 1 theorem, Fermat’s theorem on sums of two squares, Landau’s problems, prime numbers, primes represented by polynomials, sieve theory |