6 citations · 12 across the 11 of their papers we have counts for
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A number-theoretic problem concerning pseudo-real Riemann surfaces
Gareth A. Jones, Alexander K. Zvonkin
Motivated by their research on automorphism groups of pseudo-real Riemann surfaces, Bujalance, Cirre and Conder have conjectured that there are infinitely many primes such that…
Block designs and prime values of polynomials
Gareth A. Jones, Alexander K. Zvonkin
A recent construction by Amarra, Devillers and Praeger of block designs with specific parameters depends on certain quadratic polynomials, with integer coefficients, taking prime p…
Primes in geometric series and finite permutation groups
Gareth A. Jones, Alexander K. Zvonkin
As a consequence of the classification of finite simple groups, the classification of permutation groups of prime degree is complete, apart from the question of when the natural de…
Minimum Degree of the Difference of Two Polynomials over . Part II: Davenport-Zannier pairs
Fedor Pakovich, Alexander K. Zvonkin
In this paper we study pairs of polynomials with a given factorization pattern and such that the degree of their difference attains its minimum. We call such pairs of polynomials D…