On primes in arithmetic progression having a prescribed primitive root. II
On Primes in Quadratic Progressions
On primes of the form $n_1^{b_1} + n_2^{b_2} + k$, on average
On primes p for which d divides ord_p(g)
On Primes Represented by Cubic Polynomials
On Primes Represented by Quadratic Polynomials
On primitive Dirichlet characters and the Riemann hypothesis
On primitive divisors of n^2+b
On pro-p fundamental groups of marked arithmetic curves
On projective linear groups over finite fields as Galois groups over the rational numbers
On proofs of certain combinatorial identities
On proportional constants of the mean value of class numbers of quadratic extensions
On Pseudo Algebraically Closed Extensions of Fields
On Pseudopoints of Algebraic Curves
On Pseudosquares and Pseudopowers
On q-Berstein and q-Hermite polynomials
On q-deformed Stirling numbers
On Quadratic Fields Generated by Discriminants of Irreducible Trinomials
On Quadratic Twists of Hyperelliptic Curves
On quantitative analogues of the Goldbach and twin prime conjectures over F_q[t]