Growth of points on hyperelliptic curves.

Keyes, Christopher.


  • Let C be an algebraic curve over a number field K. Given an extension of K, we say that C gains a point over this extension if it is generated by adjoining the coordinates of some point on C to K. In a recent paper, Mazur and Rubin posed the following question: to what extent does the set of number fields over which a curve gains a point determine the identity of the curve? Motivated by this quest... read more
This object is in collection Permanent URL
To Cite:
DCA Citation Guide    EndNote
Detailed Rights