The number of rational points of certain hyperelliptic curves of genus 2
スポンサーリンク
概要
- 論文の詳細を見る
This note is devoted to studying a certain hyperelliptic curve of genus two defined over a finite prime field of characteristic p which has p + 1 rational points, where the number of rational points of an algebraic curve means the number of degree one prime divisors of its function field.
- 長崎大学の論文
- 2005-03-28
著者
-
Washio Tadashi
Department Of Mathematics Faculty Of Education Nagasaki University
-
Kodama Tetsuo
Kyushu University
関連論文
- The number of rational points of certain hyperelliptic curves of genus 3 : To the Memory of Professor Katsumi Shiratani
- On a certain supersingular elliptic curve
- Note on certain quadratic nonresidues
- A family of maximal hyperelliptic function fields of genus 2
- The number of rational points of certain hyperelliptic curves of genus 2
- Note on a certain supersingular elliptic curve