Characterizing algebraic curves with infinitely many integral points
Language
en
Article de revue
This item was published in
Journal of Number Theory. 2009, vol. 5, p. 585-590
Elsevier
English Abstract
A classical theorem of Siegel asserts that the set of S-integral points of an algebraic curve C over a number field is finite unless C has genus 0 and at most two points at infinity. In this paper we give necessary and ...Read more >
A classical theorem of Siegel asserts that the set of S-integral points of an algebraic curve C over a number field is finite unless C has genus 0 and at most two points at infinity. In this paper we give necessary and sufficient conditions for C to have infinitely many S-integral points.Read less <
English Keywords
algebraic curves
integral points
Siegel's theorem
Origin
Hal imported