On conjectural rank parities of quartic and sextic twists of elliptic curves

@article{Weidner2018OnCR,
title={On conjectural rank parities of quartic and sextic twists of elliptic curves},
author={M. Weidner},
journal={International Journal of Number Theory},
year={2018},
volume={15},
pages={1895-1918}
}

We study the behavior under twisting of the Selmer rank parities of a self-dual prime-degree isogeny on a principally polarized abelian variety defined over a number field, subject to compatibility...