Functional equations for multi-signed Selmer groups

Abstract

We study the functional equation for the multi-signed Selmer groups for non-ordinary motives whose Hodge-Tate weights are $0$ and $1$, defined by Büyükboduk and the first named author. This generalizes simultaneously Greenberg's result for ordinary motives and Kim's result for supersingular elliptic curves.

13 pages

References in corpus (1)

• Integral Iwasawa theory of Galois representations for non-ordinary primes