On derivatives of Kato's Euler system and the Mazur-Tate Conjecture
David BurnsMasato KuriharaTakamichi Sano
所有作者
David BurnsMasato KuriharaTakamichi Sano
文献摘要
We provide a new interpretation of the Mazur-Tate Conjecture and then use it
to obtain the first (unconditional) theoretical evidence in support of the
conjecture for elliptic curves of strictly positive rank.