On cubic Thue inequalities and a result of Mahler
On so that .
On sot hat represents and and not .
On Davenport's bound for the degree of f³ - g² and Riemann's Existence Theorem
On diagonal cubic surfaces.
On Differences and sums of Integers, II
On diophantine equations involving sums of powers with quadratic characters as coefficients, I
On diophantine equations involving sums of powers with quadratic characters as coefficients, II
On Diophantine quintuples
On divisors whose sum is a square
On Eisenstein's problem
On elliptic diophantine equations that defy Thue's method: The case of the Ochoa curve.
On equal values of power sums
On equation in S-units and the Thue-Mahler equation.
On equations in two S-units over function fields of characteristic 0
On Equations y² = xⁿ+k in a Finite Field
Solutions of the equations y² = xⁿ+k (n = 3,4) in a finite field are given almost explicitly in terms of k.
On Euler's quartic surface.
On explicit formulas for the number of solutions to the equation in a finite field.
On extensions of 1 chains
On extremal h-bases A...