D. Kreso

most citedFunctional composition of polynomials: indecomposability, Diophantine equations and lacunary polynomials

6 citations · 6 across the 3 of their papers we have counts for

collaborators

3 papers

math.NT2017

Diophantine equations in separated variables and lacunary polynomials

Dijana Kreso

We study Diophantine equations of type $f (x) = g (y)$ , where $f$ and $g$ are lacunary polynomials. According to a well known finiteness criterion, for a number field $K$ and nonconsta…

math.NT2017

Decomposable polynomials in second order linear recurrence sequences

Clemens Fuchs, Christina Karolus, Dijana Kreso

We study elements of second order linear recurrence sequences $(G_{n})_{n = 0}^{\infty}$ of polynomials in $C [x]$ which are decomposable, i.e. representable as $G_{n} = g \circ h$ …

math.NT2015★ 6 cited

Functional composition of polynomials: indecomposability, Diophantine equations and lacunary polynomials

Dijana Kreso, Robert F. Tichy

Starting from Ritt's classical theorems, we give a survey of results in functional decomposition of polynomials and of applications in Diophantine equations. This includes sufficie…